A distributor has two branches in TX. First branch has 70% of the customers, and the second one has the remaining 30%. The customer satisfaction at the first branch is 88% and at the second branch is 97%. The distributor has a centralized call center serving both branches. If an unsatisfied customer makes a call to the call center. What is the probability that it is a customer of the second branch

Answer

Probability of customer of second branch being unsatisfied is [tex]0.097[/tex]

Explanation

Percent of customer registered with first branch [tex]= 0.7[/tex]

Percent of customer registered with second branch [tex]= 0.3[/tex]

Customer satisfaction at the first branch [tex]= 0.88[/tex]

Customer satisfaction at the second branch [tex]= 0.97[/tex]

Probability of customer of second branch being unsatisfied

[tex]= \frac{0.30 * (1-0.97)}{0.30 * (1-0.97) + 0.70 * (1-0.88)} \\= \frac{0.30 * 0.03}{0.30 *0.03 + 0.70 * 0.12} \\= 0.0967\\= 0.097[/tex]

Find the area of the figure shown below and choose the appropriate result.
4 cm
6 cm
5 cm
3 cm

The scouts were constructing a scale model of their clubhouse. They were building the model out of toothpicks.
Below are some of the measurements they used.
One wall was made of 18 bricks and they used 3 toothpicks on the model.
A second wall they built used 6 toothpicks to represent 36 bricks on the actual clubhouse.
What was the scale factor (bricks : toothpicks) being used by the scouts?
A 6:1
B 8:1
12:1
D 16:1

use the two points and the line to find the y-intercept

a. (-1, -1)
b. (-2, -6)
c. (- 3/4, 0)
d. (0, 4)​

A pair of angles measure 45° and 45°. Select ALL the types of angle pairs that they can be.

a
Vertical Angles
b
Supplementary Angles
c
Complementary Angles
d
Adjacent Angles

a license plate that has 3 numbers from 0 to 9 and 2 letters ​

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A side of the triangle below has been extended to form an exterior angle of 74°. Find the value of x.​

Is a triangle with sides 5 feet, 10 feet, and 12 feet a right, acute or obtuse
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Which is greater, 0.28 or 0.205? Explain how you know.

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(7, –5) marking brainiest

If the sum of 20 numbers is 440, find the mean of the numbers.

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Which polynomial is prime?
X4 + 3x2 - y2 - 3
X4 - 3x2 – x2 + 3
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Which graphed lines represent direct variation functions?

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The expression 2 ( 3m + 6) is equivalent to ....
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Help....

Find the circumference of a circle that has a diameter of 5 inches. Use 22/7 for pi.
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How many ways are there to place 3 indistinguishable red chips, 3 indistinguishable blue chips, and 3 indistinguishable green chips in the squares of a 3 x 3 grid so that no two chips of the same color are directly adjacent to each other, either vertically or horizontally?
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Jana can spend, at most, $200 on school clothes.
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Hello, happy Friday, I am just here with some geometry questions.

Please only answer this if you know the answer. If you have a comment, please add it to the comment box. Only answer the question if you can explain your answer and why you think it is accurate. Thanks, good luck!

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What is the percentage of increase?

how many solutions does this equation have?

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What is the surface area of this design ?

please help!!!!!!!!!!

ice cream is served for dessert if Gio serves himself and 3 friends half a cup of ice cream how many total pints did Gio and his friends eat?

if you increase the number by 4 and double the sum the result you will get will be the same as four times the number decrease by six​

a) Let P(t) be written as
P(t) = a cos[b(t - d)] + c
The minimum Pmin and the maximum Pmax of P(t) are given.
Pmin = 4
Pmax = 20
c = (Pmax + Pmin) / 2 = (20 + 4) / 2 = 12
|a| = (Pmax - Pmin) / 2 = (20 - 4) / 2 = 8
We now need to find the number of days t after January 1st at which P(t) is maximum by counting the days of the months from January to May and adding 21 days in June.
t = 31 + 28 + 31 + 30 + 31 + 21 = 172
We now use the period to find b (b > 0) as follows
period = 365 = 2π / b
hence b = 2π / 365
A cosine function without shift has a maximum at t = 0. P(t) has a maximum at t = 172. We can model P(t) by a cos(x) function shifted by 172 to the right as follows:
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b) The graph of P(t) is shown below.

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I'll give Brainliest ​

Formulate the recurslve formula for the following geometric sequence.
/(/left\{-16,/4,/-1,... \right\}\)​