Leslie determined that the system of equations below has infinitely many solutions. is she correct?

x=4y-4
2x-8y=-24

a.yes, leslie is correct.
b. no, the solution is (-8,-24)
c. no, the solution is (0,-16)
d. no, the system of equations has no solution.

explain to me how to solve this! you!

Leslie determined that the system of equations below has infinitely many solutions. Is she correct?  

x=4y-4

2x-8y=-24

A.Yes, Leslie is correct.

B. No, the solution is (-8,-24)

C. No, the solution is (0,-16)

D. No, the system of equations has no solution.

Step-by-step explanation:

you have to solve they as a pair of simultaneous equations and their is no solutions

if you need a more detailed explanation post the question again and i will write a detailed explanation

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D. No, the system of equations has no solution.

Step-by-step explanation:

To find out whether Lisa is correct, lets solve by following the steps below;

x=4y-4 (1)

2x-8y=-24(2)

Lets rearrange equation (1)

x - 4y = -4 (1)

2x-8y=-24(2)

Multiply through equation (1)  by 2  

2x-8y=-24(2)

2x - 8y = -8 (3)

subtract (2) from equation (1)

0 =-16

but 0 ≠  -16

This implies that the system of equations has no solution.

Each group will have  10 stickers.

Step-by-step explanation:

Given: Number of heart stickers = 7

Number of cupid stickers = 24

Total stickers = 7+24 = 31

If she divides them into 3 groups, then each group will have stickers

= 10 stickers ( 1 left)    [ when we divide 31 by 3 , we get 10 as quotient and 1 as remiander ]

Hence, each group will get 10 stickers.