Question

Check my answer? (Last one)

Answer 1

Question;;;

Answer 2

4. Gavin and Seiji both worked hard over the summer. Together, they earned a total of $425. Gavin earned $25 more than Seiji. How much did each of them earn?
a. Write a system of two equations with two variables to model this problem.
b. Use substitution or the elimination method to solve the system.
c. Graph both equations.
d. Answer the question.

Answer 3

My answer;;;

Answer 4

;w = width w + 5 = length P = perimeter = 2w+2w+10 = 4w + 10

4w+10 > 30 4w > 20 w > 5 x = original price.

85x = 45 x = 45/.85 = $52.94

S = Seiji G = Gavin

S + G = 425 G = S + 25

So S + S +25 = 425 2S +25 = 425 2S = 400 S = 200 G = 225

Answer 5

@Nnesha

Answer 6

w = width w + 5 = length P = perimeter = 2w+2w+10 = 4w + 10

4w+10 > 30 4w > 20 w > 5 x = original price.

85x = 45 x = 45/.85 = $52.94
what is this ?????

Answer 7

how much seji eearned?

Answer 8

i did this like a week ago so I forgot some of my answers ugh

Answer 9

well i guess that a different question that is not related with sefi question

Answer 10

first subtract s both side