a separate control circuit is typically a _____ nonpower-limited control circuit and must comply with the requirements of article 725, part ii of the nec.

Tech A is correct in saying that one use of barrier creams is to make cleaning your hands easier. Barrier creams are designed to provide a protective layer on the skin, preventing harmful substances from penetrating the skin.

This can make it easier to clean your hands after being exposed to contaminants or irritants.
Tech B, on the other hand, is incorrect in saying that hearing protection only needs to be worn by people operating loud equipment. Hearing protection should be worn by anyone who is exposed to loud noise levels, whether it's from machinery, music, or other sources. Prolonged exposure to loud noise can lead to hearing loss and other health issues, so it's important to take precautions to protect your hearing.

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Answer:

r=144/85

Explanation:

w=Vi

v=ir

ri=v

w=ri x i

i=v/r

w=v x v/r

85=144/r

r-144/85

In a star-link network, a serial data line connects all of the modules to a central point. This central point can be a controller or a hub that manages the communication between the different modules in the network. The serial data line acts as a communication pathway that allows the modules to exchange data and information with each other.

The advantage of using a star-link network is that it allows for easy scalability and maintenance. Adding or removing modules from the network is simple as each module is connected to the central point and not to each other. This also makes it easier to diagnose and troubleshoot any issues that may arise within the network.

In contrast, a bus network would have all modules connected to a single data line, which can result in more complex wiring and increased susceptibility to communication errors. Therefore, a star-link network is a preferred choice for systems that require reliable and efficient communication between multiple modules.

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We would need a minimum of 4 rapid sand filter boxes of dimensions 10 m x 20 m to handle the given flow rate and loading rate.

To determine the number of rapid sand filter boxes needed, we can calculate the total surface area required based on the given loading rate and flow rate.

The loading rate is given as 110 m³/d m², which means that each square meter of filter area can handle 110 cubic meters of flow per day.

First, we need to convert the flow rate from cubic meters per second to cubic meters per day. There are 86,400 seconds in a day, so the flow rate is 0.8 m³/s * 86,400 s/day = 69,120 m³/day.

Next, we divide the flow rate by the loading rate to determine the required filter area:

69,120 m³/day / 110 m³/d m² = 628.36 m².

Since each filter box has an area of 10 m x 20 m = 200 m², we divide the total required area by the area of each filter box to find the number of boxes needed:

628.36 m² / 200 m² = 3.14.

Since we cannot have a fraction of a filter box, we round up to the nearest whole number.

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The section modulus (S) is an important cross-sectional property used in the design of steel wide flange beams. It represents the resistance of the beam's cross-section to bending and is defined as the ratio of the moment of inertia (I) to the distance from the neutral axis to the outermost fiber (c). Mathematically, it can be expressed as:

S = I / c

The section modulus provides information about the beam's ability to resist bending stresses and is used to determine the required beam dimensions for a given loading condition. It is commonly used in structural engineering calculations to ensure that the beam can safely support the applied loads without excessive deflection or failure. The higher the section modulus, the greater the beam's resistance to bending.

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A standard IP ACL (Access Control List) can be configured to do the following things:

Filter traffic based on source IP address: A standard IP ACL can be configured to allow or deny traffic from specific source IP addresses. For example, you can configure the ACL to allow traffic from Barney's IP address (10.1.1.1) and deny traffic from other IP addresses in the subnet 10.1.1.0/24.

Control access to specific network services: The ACL can be used to permit or deny access to specific network services based on source IP addresses. For instance, you can configure the ACL to allow Barney's IP address to access a specific service or deny access from certain IP addresses to a particular service.

Implement traffic filtering policies: With a standard IP ACL, you can define rules to filter traffic based on source IP addresses. This allows you to enforce policies such as allowing or blocking traffic from specific hosts or networks.

Restrict network access based on IP addresses: By configuring the ACL, you can restrict network access to certain IP addresses. This can be useful in securing network resources and preventing unauthorized access.

It's important to note that a standard IP ACL operates at the network layer (Layer 3) of the OSI model and can control traffic based on source IP addresses only. It does not provide more granular filtering options like port numbers or destination IP addresses.

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Therefore:

(A) Pmech = 7457 W

(B) Pag = 7457 W

(C) Pcu2 = 200 W

(D) Pin = 8187 W

(E) Efficiency η = 90.92%

To solve this problem, we'll use the following formulas and relationships:

(A) Mechanical Power Developed (Pmech):

Pmech = Pout = Pin - Stator Copper Loss - Windage and Friction Loss

(B) Air Gap Power (Pag):

Pag = Pmech

(C) Rotor Copper Loss (Pcu2):

Pcu2 = Stator Copper Loss

(D) Input Power (Pin):

Pin = Pmech + Stator Copper Loss + Windage and Friction Loss + Rotor Copper Loss

(E) Efficiency (η):

η = Pout / Pin

Given data:

Rated power (Pout) = 10 hp = 10 * 745.7 W = 7457 W

Stator Copper Loss = 200 W

Windage and Friction Loss = 320 W

(A) Mechanical Power Developed (Pmech):

Pmech = Pout = 7457 W

(B) Air Gap Power (Pag):

Pag = Pmech = 7457 W

(C) Rotor Copper Loss (Pcu2):

Pcu2 = Stator Copper Loss = 200 W

(D) Input Power (Pin):

Pin = Pmech + Stator Copper Loss + Windage and Friction Loss + Rotor Copper Loss

Pin = 7457 W + 200 W + 320 W + 200 W = 8187 W

(E) Efficiency (η):

η = Pout / Pin

η = 7457 W / 8187 W ≈ 0.9092 or 90.92%

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The type of bit that is best for cutting wood and some plastics but should not be used to cut metal is the wood drill bit. Wood drill bits are designed with a pointed tip and a spiral fluted body that allows for efficient removal of wood and plastic material.

The pointed tip helps to accurately place the hole while the spiral flutes help to remove debris as the bit spins.

However, wood drill bits should not be used to cut metal as they are not strong enough to withstand the hardness of metal. Attempting to use a wood drill bit on metal can cause the bit to break or become dull quickly, which can be dangerous and result in inefficient work.

For cutting metal, it is recommended to use a metal drill bit that is specifically designed for the task. Metal drill bits are made of harder materials such as cobalt, titanium, or carbide, which can withstand the hardness of metal and provide a clean, precise cut. It is important to use the appropriate drill bit for each task to ensure safety and efficiency.

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This calculates the steady-state error (ess) using the updated transfer function  with the gain K' found in part (b).

To find the gain K' that is required for a PM of 35 degrees, we need to adjust the gain of the transfer function until the phase margin reaches 35 degrees. We can do this by trial and error, or we can use the "margin" function in MATLAB to automatically calculate the required gain. Here is the MATLAB code: [Gm,Pm,Wgm,Wpm] = margin(G); Kp = 1/(abs(evalfr(G,1j*Wpm))*sin((180-Pm)*pi/180)); margin(Kp*G)

The code first creates the closed-loop transfer function with the adjusted gain, and then uses the "dcgain" function to find the value of the transfer function at s = 0 (which is the limit as s approaches 0). The output of the code gives us the steady-state error ess = 0.039.

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In an ideal Rankine cycle using water, the input power to the pump can be determined by calculating the specific enthalpy change (∆h) between the condenser pressure (50 kPa) and the boiler pressure (5000 kPa). As the cycle is ideal, we assume the pump and turbine to be isentropic.

1. Identify the specific enthalpy (h1) at the condenser pressure (50 kPa) using the saturated liquid data from the steam table. 2. Identify the specific enthalpy (h2) at the boiler pressure (5000 kPa) using the saturated liquid data from the steam table. 3. Calculate the specific enthalpy change (∆h) between the two points: ∆h = h2 - h1. 4. Determine the input power (P) to the pump using the mass flow rate (20 kg/sec) and the specific enthalpy change: P = mass flow rate × ∆h. By following these steps, you can calculate the input power to the pump in an ideal Rankine cycle with the given condenser and boiler pressures and the mass flow rate.

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To calculate the rate at which mechanical energy is transferred to the turbine blades, we need to consider the input energy and the efficiency of the turbine.

The rate at which mechanical energy is transferred to the turbine blades can be calculated using the formula:

Power = Work Done / Time Taken

In this case, the work done refers to the mechanical energy transferred to the turbine blades and the time taken refers to the time interval over which the energy transfer takes place.

Assuming a 50% efficiency, we can say that only half of the input energy is converted into mechanical energy and the rest is lost as heat or other forms of energy. Therefore, the rate at which mechanical energy is transferred to the turbine blades can be calculated as follows:

Power = Input Energy x Efficiency

Here, the input energy refers to the total energy supplied to the turbine, which can be calculated by multiplying the mass flow rate of the fluid (air, water, etc.) by its specific heat capacity and the temperature difference between the inlet and outlet of the turbine.

Once the input energy is calculated, we can use the formula above to determine the rate at which mechanical energy is transferred to the turbine blades.

It is important to note that the actual efficiency of a turbine may vary depending on several factors, such as the design, operating conditions, and maintenance practices. Therefore, the above calculation provides an approximate value and should be used for reference purposes only.

In conclusion, to calculate the rate at which mechanical energy is transferred to the turbine blades, we need to consider the input energy and the efficiency of the turbine. By using the formula above, we can estimate the power output of the turbine and determine its performance under different operating conditions.

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A single-threaded power screw with a 25 mm diameter and 5 mm pitch supports a maximum vertical load of 4 kN.

The coefficients of friction are 0.15 for both collar and threads. To find the overall efficiency, we can use the formula: Efficiency = (tan(alpha) + tan(beta))/(tan(alpha) + tan(beta + phi)) where alpha is the lead angle, beta is the helix angle, and phi is the friction angle. For torque, use T = (F x D x f) / (2 x pi x n), where F is the force, D is the frictional diameter, f is the friction coefficient, and n is the efficiency. Calculate these values to determine the overall efficiency and torque needed to raise and lower the load.

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Poll Merino sheep are a subtype of Merino sheep that have been selectively bred for their lack of horns and high-quality fine wool. The name "poll" refers to the fact that these sheep are naturally polled, meaning they do not have horns.

This is an important characteristic for breeders because it makes handling and management of the sheep easier and safer. Additionally, the high-quality wool produced by Poll Merinos is sought after for its softness and fineness.

Poll Merino sheep are typically bred in Australia, where the Merino breed is most prevalent. They are commonly used in the production of fine wool clothing, such as suits and luxury knitwear. The wool from Poll Merino sheep is highly prized for its softness, warmth, and durability, making it a popular choice among designers and consumers alike.

Poll Merino sheep are also valued for their hardiness and adaptability. They are able to thrive in a variety of climates and conditions, making them a versatile breed that can be raised in many different regions around the world. This adaptability, combined with their lack of horns and high-quality wool, has made Poll Merino sheep a popular choice for many breeders and producers.

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An engine problem that may be indicated by good results from a compression test and a cylinder leakage test, but poor results from a cylinder power balance test, is likely related to the ignition system or fuel delivery.

This discrepancy suggests that the engine's mechanical condition is satisfactory, but there might be issues with spark plugs, ignition coils, or fuel injectors. These components are responsible for providing proper combustion in each cylinder, and if they are malfunctioning, they can cause uneven power distribution and poor engine performance, despite adequate compression and minimal leakage.

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If the freeway segment has an incline of 4.5% for a distance longer than 2 miles, it will have a lower density and LOS than a segment with rolling terrain.

If instead of rolling terrain, the freeway segment has an incline of 4.5% for a distance longer than 2 miles, the density and LOS (Level of Service) of the freeway segment will be affected. The density of the freeway segment will decrease due to the reduced speed of vehicles climbing the incline. The reduced speed will lead to a decrease in the number of vehicles that can pass through the segment within a unit of time, which will lead to a decrease in the density of the freeway segment.

The LOS of the freeway segment will also decrease due to the reduced speed of vehicles climbing the incline. The reduced speed will lead to an increase in travel time for vehicles passing through the segment, which will lead to a decrease in the LOS of the freeway segment. The decrease in LOS will result in reduced driver satisfaction and increased congestion, which may lead to the need for additional capacity improvements.

In conclusion, if the freeway segment has an incline of 4.5% for a distance longer than 2 miles, it will have a lower density and LOS than a segment with rolling terrain. It is important to consider the impact of inclines on the density and LOS of freeway segments when designing and managing freeway networks.

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The term used to define network cabling between IDF (Intermediate Distribution Frame) and MDF (Main Distribution Frame) is "backbone cabling."

Backbone cabling refers to the cabling infrastructure that connects various telecommunications rooms or equipment rooms within a building or campus. It provides the pathway for data transmission between the IDF, which serves as a central distribution point for network connections on a floor or within a specific area. It also serves as the main hub or central distribution point for the entire building or campus.

The backbone cabling typically consists of high-capacity cables, such as fiber optic cables or high-grade copper cables, capable of handling large amounts of data traffic. It is designed to provide reliable and high-speed connectivity between different network components and support the overall network infrastructure.

When the normally open reset input is closed, the sequencer instruction resets to the first output pattern.

In a sequencer or programmable logic controller (PLC), the reset input is a control signal that, when activated by closing a normally open switch or contact, causes the sequencer to return to its initial state. This reset action clears any previous outputs and sets the sequencer to start executing from the beginning, typically the first output pattern. It allows for the reinitialization of the sequencer's operation, ensuring consistent and predictable behavior. By opening and closing the reset input, the sequencer can be reset and restarted as needed during the control process.

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By substituting the known values into the equations and performing the calculations, we can determine the rate of heat addition to the engine in kW.

To determine the rate of heat addition to the engine operating on the ideal Otto cycle, we can use the following steps:

Calculate the compression ratio (r) of the engine:

The compression ratio is the ratio of the maximum enclosed volume to the minimum enclosed volume. Given that the minimum enclosed volume is 15% of the maximum enclosed volume, we can calculate the compression ratio as:

r = (V_max / V_min) = 1 / 0.15 = 6.67

Determine the specific heat ratio (k):

The specific heat ratio (k) is given as 1.4.

Calculate the air temperature at the end of the compression stroke (T_comp):

Since the process is adiabatic, we can use the adiabatic equation to relate the temperatures at the beginning (T_1) and end (T_comp) of the compression stroke:

(T_comp / T_1) = (V_1 / V_comp)^(k-1)

Here, V_1 is the initial volume and can be calculated using the ideal gas law:

P_1 * V_1 = m * R * T_1

where P_1 is the initial pressure (90 kPa) and m is the mass of air.

Determine the temperature at the end of the constant volume heat addition (T_burn):

Since the process is constant volume heat addition, we have:

Q_add = m * Cv * (T_burn - T_comp)

where Cv is the specific heat at constant volume (1.005 kJ/kg.K).

Calculate the heat addition rate (Q_dot_add):

The rate of heat addition is given by the equation:

Q_dot_add = P * V * n

where P is the power output of the engine (150 hp), V is the engine displacement (4 L), and n is the engine speed (2500 rpm).

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The thickness of the brick layer required to ensure an outer surface temperature no greater than 40 degrees Celsius is 5.36 cm. The rate of conduction through the wall is 0.65 kW per m^2 of wall surface.

To solve this problem, we can use the one-dimensional steady-state heat conduction equation in cylindrical coordinates, with no internal heat generation and assuming constant thermal properties:

q = -kA (dT/dr)

where q is the rate of heat transfer per unit length, k is the thermal conductivity, A is the cross-sectional area, and dT/dr is the temperature gradient. We can apply this equation separately to each layer of the wall, and use the boundary conditions at the inner and outer surfaces to solve for the unknown temperatures and heat fluxes.

Using this approach, we can first solve for the temperature at the outer surface of the steel layer, which is given by:

T_steel,outer = T_steel,inner - (q_steel * L_steel) / (k_steel * A_steel)

where L_steel is the thickness of the steel layer, A_steel is its cross-sectional area, and q_steel is the rate of heat transfer per unit length in the steel layer. We know that the temperature drop across the steel layer is 0.7 degrees Celsius, so we can set:

q_steel = -k_steel * A_steel * (0.7 / L_steel)

We can then use the boundary condition at the outer surface of the brick layer to solve for the required thickness of the brick layer:

q_brick = -k_brick * A_brick * (T_brick,outer - T_steel,outer) / L_brick

where T_brick,outer is the outer surface temperature of the brick layer, and q_brick is the rate of heat transfer per unit length in the brick layer. We want T_brick,outer to be no greater than 40 degrees Celsius, so we can set:

q_brick = -k_brick * A_brick * (40 - T_steel,outer) / L_brick

Setting q_steel equal to q_brick and rearranging for L_brick, we get:

L_brick = k_brick * A_brick * L_steel / (k_steel * (40 - T_steel,outer) - 0.7 * k_brick)

Plugging in the given values, we get L_brick = 0.0536 m, or 5.36 cm.

Finally, we can calculate the rate of conduction through the wall using:

q_wall = (T_steel,inner - T_brick,outer) / (L_steel + L_brick)

Using the values we have already calculated, we get q_wall = [tex]0.65 kW/m^2.[/tex]

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Answer:

Americans is great

The magnitude of the torque is |τ| = √(0² + 54² + 0²) = 54 Nm. Since the torque vector points in the positive y-direction, its direction is along the positive y-axis.

The torque about the origin on a plum located at coordinates (-8 m, 0 m, 6 m) due to force F whose only component is Fx=9 N can be calculated using the formula for torque: τ = r x F, where r is the position vector from the origin to the point of application of the force F.


The magnitude of the torque is 54 Nm, and its direction is along the y-axis (since the torque vector has only a non-zero y-component). The torque (τ) on the plum can be calculated using the cross product of the position vector (r) and the force vector (F). Given the coordinates of the plum (-8 m, 0 m, 6 m) and the force component Fx=9 N, we can determine the torque. Position vector, r = <-8, 0, 6> Force vector, F = <9, 0, 0>

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Answer:

I recommend getting brainly plus because it helps alot

An least one advantage and one disadvantage of each of the following transmission mechanisms, in terms of their suitability for use in a kinesthetic haptic device is given below:

A. Gears:

Advantage: Gears offer high precision and accuracy in transmitting motion, making them suitable for precise control in a kinesthetic haptic device. They can handle high torque loads and provide a wide range of speed ratios.

Disadvantage: Gears can introduce backlash, which is a slight amount of play or clearance between the teeth. Backlash can lead to a loss of accuracy and responsiveness in a haptic device. Gears also generate noise and require proper lubrication for smooth operation.

B. Belt around two pulleys:

Advantage: Belts and pulleys provide a flexible and versatile transmission mechanism for haptic devices. They can transmit motion over long distances and are relatively simple to install and maintain. Belts offer damping characteristics, reducing vibration and shock transmission.

Disadvantage: Belt systems may experience belt slippage under high loads or sudden changes in direction, resulting in a loss of accuracy and control. They also have limited torque capacity compared to gears and may require periodic tension adjustments.

C. Capstan drive:

Advantage: Capstan drives offer precise control and high torque transmission in a compact design. They are suitable for applications requiring accurate position control and can handle high loads. Capstan drives can also provide a constant force output over a wide range of speeds.

Disadvantage: Capstan drives may introduce friction and wear between the drive element (such as a cable or rope) and the capstan surface. This friction can reduce efficiency and introduce hysteresis in the system, affecting the accuracy of force feedback in a haptic device.

D. Friction drive:

Advantage: Friction drives provide a simple and cost-effective transmission mechanism for low-load applications. They offer smooth and quiet operation and are relatively easy to design and assemble. Friction drives can be suitable for low-speed haptic devices where precise force control is not critical.

Disadvantage: Friction drives are prone to wear and require periodic maintenance and replacement of contacting surfaces. They may have limited torque capacity and can be less precise compared to other transmission mechanisms, resulting in variability in force output.

E. Direct drive:

Advantage: Direct drives eliminate the need for intermediate transmission elements, resulting in high efficiency and improved responsiveness. They offer precise control and high torque capability, making them suitable for demanding haptic applications. Direct drives can provide direct force feedback without backlash or compliance.

Disadvantage: Direct drives often require a larger physical footprint and can be more complex and costly to implement compared to other transmission mechanisms. They may require specialized motor control techniques and can generate heat during operation, requiring thermal management considerations.

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The constant head permeability test performed on a soil sample measuring 2 cm x 2 cm x 2.5 cm uses a head difference of 18 cm.

In this test, 5 cm³ of water is collected over 100 seconds. To determine the permeability coefficient (cm/s), apply Darcy's Law: K = (QL)/(AHt). Here, Q (5 cm³), L (2.5 cm), A (2 cm x 2 cm), H (18 cm), and t (100 sec). Plugging in the values, K = (5 x 2.5) / (4 x 18 x 100) = 12.5 / 7200 = 0.001736 cm/s. The permeability coefficient of the soil is approximately 0.001736 cm/s.

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In bacteria, AUG is usually the start codon for the process of translation which codes for A. N-formylmethionine.

In bacteria, the process of translation begins with the binding of the small ribosomal subunit to the mRNA molecule at a specific site called the Shine-Dalgarno sequence. This sequence is located a few nucleotides upstream of the start codon, which is usually AUG. AUG codes for the amino acid methionine, but in bacteria, the methionine that is used as the first amino acid in the polypeptide chain is modified to N-formylmethionine.

This modification is important for two reasons: it allows the ribosome to distinguish the start codon from other internal methionine codons, and it helps to stabilize the nascent polypeptide chain during its synthesis. So, to answer the question, the start codon AUG in bacteria codes for N-formylmethionine.

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To calculate the mass flow rate of gas, we can use the following formula:
Q = m_dot * Cp * deltaT
where Q is the heat transferred, m_dot is the mass flow rate, Cp is the specific heat capacity, and deltaT is the temperature difference.

First, let's calculate the heat transferred from the hot gas to the water:

Q = m_dot_water * Cp_water * deltaT_water = m_dot_gas * Cp_gas * deltaT_gas

where subscripts "water" and "gas" refer to the water and hot gas, respectively.

We know that m_dot_water = 10 kg/s, Cp_water = 4.18 kJ/kg-K, deltaT_water = 125 - 50 = 75 K, Cp_gas = 1.0 kJ/kg-K, and deltaT_gas = 300 - 125 = 175 K.

Substituting these values, we get:

10 * 4.18 * 75 = m_dot_gas * 1.0 * 175

Simplifying, we get:

m_dot_gas = 2.85 kg/s

Therefore, the mass flow rate of gas is 2.85 kg/s.

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The most common method used by courts to control for pretrial publicity is the change of venue (option c). This method involves moving the trial to a different location to minimize the influence of pretrial publicity on the jury pool.

By transferring the case to an area where the publicity is less pervasive, courts aim to ensure a fair trial and an unbiased jury.

Although postponing the trial (option a) and expanding voir dire (option b) can be helpful in some situations, they are not as effective in reducing the impact of pretrial publicity. Postponing the trial may allow public interest to decrease over time, but it does not guarantee that jurors will not be affected by the media coverage. Expanded voir dire, the process of questioning prospective jurors more thoroughly, can help identify and eliminate biased individuals, but it does not address the underlying issue of widespread publicity.

Importing jurors (option d) is another alternative but is less commonly used due to logistical challenges and costs. Bringing in jurors from a different area may reduce the influence of local publicity, but the process can be complicated and may still not entirely eliminate the potential impact of media coverage on jurors' opinions.

In summary, the most common method for controlling pretrial publicity is the change of venue, as it aims to minimize the influence of media coverage by moving the trial to a different location with less exposure to the case.

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Surveyors play an important role in the development and maintenance of condominiums. They typically measure and survey the land, buildings, and other physical features of the property. They may also conduct topographic surveys to determine the contours of the land and identify any natural features that may impact development or construction. In addition, surveyors may take measurements of the existing structures on the property, such as the size and dimensions of buildings, parking lots, and other amenities. They may also conduct boundary surveys to define the exact boundaries of the property and ensure compliance with local zoning laws and regulations. Overall, surveyors provide critical data that helps ensure the successful development and management of condominiums.

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Air transport offers speed and a high degree of dependability but is the most expensive

Air transport offers speed and a high degree of dependability, allowing for quick transportation of goods and people over long distances. However, it is generally the most expensive mode of transportation compared to pipelines, railroads, shipping, and trucking. The costs associated with operating and maintaining aircraft, fuel expenses, airport fees, and other factors contribute to the higher costs of air transport. Despite its higher price tag, air transport is often preferred for urgent or time-sensitive shipments, as it significantly reduces transit times compared to other modes of transportation.

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Since the number of teeth must be a whole number, we round the result to the nearest integer. Therefore, the number of teeth on the pinion is approximately 35.

In a set of straight bevel gears, the number of teeth on the gear and the pitch angle are related through a mathematical equation. To find the number of teeth on the pinion, we can use the following formula:

Number of teeth on the pinion = (Number of teeth on the gear) / (Cosine of the pitch angle)

Given that the gear has 96 teeth and a pitch angle of 70°, we can calculate the number of teeth on the pinion as follows:

Number of teeth on the pinion = 96 / cos(70°)

Using a calculator, we find:

Number of teeth on the pinion ≈ 35.42

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