Mathematics Middle School

Please find the coordinates of all vertices on the polygon. (Answers would be appreciated)

Please Find The Coordinates Of All Vertices On The Polygon. (Answers Would Be Appreciated)

Answers

Answer 1

Answer:

(1,4) (2,1) (4,1) (5,4)

Step-by-step explanation:

Mark the vertices and remember go from the bottom line and rise to the vertice

Ex. Go to the bottom line go to 2 and then go up till 1 now you have (2,1)

Answer 2
4;1 2;1 5;4 1;4 By the way I didn’t see the (x axis or the y axis) so I just didn’t put them but here’s the answer

Related Questions

Can someone plz help me with this one problem!!! :)

Answers

Answer:

Yes

Step-by-step explanation:

the first coordinate is x and the second is y so that makes the equation 5=5 which is true

yes ! both values are the same so (5,5) makes y = x true

Sienna and Kayla are making necklaces. Sienna makes 25 necklaces. Kayla makes t more than Sienna. What an expression for:


Necklaces Sienna makes: _______________________


Necklaces Kayla makes: ________________________

Answers

Answer:

Necklaces Sienna makes: 25

Neclaces kayla makes: 25 + t = kayla

A company offers customers two plans for Internet service.

Plan A: $30 for the modem and $5 per month for service.

Plan B: $20 for the modem and $10 per month for service.


Equations:

Plan A: _______________

Plan B: _______________


BONUS: After how many months will both plans equal the same? _______________

Answers

Answer:

Step-by-step explanation:

lets say you are paying for a year

A- it would cost you $30 on the spot and another 60 for the year

A=30$60= $90

A-$30+($5*t)

B- it will cost you $20 on the spot then another 120 for the year

B-$20+($10*t)

B=$20+$120= $140

t= 12

plan A: 5x+30
plan B: 10x+20
bonus: the 2nd month

explanation for bonus:
5(2)+30
10+30
=40

10(2)+20
20+20
=40

the first month plan A would cost $35. plan b would cost $30 the first month. So, the earliest month both of them would cost the same price would be the second month.

hope this helped <3
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