Question

Which statement describes the relationships between x and y in these two equations?
y = 13x y = x + 13 In y = 13x, the value of y is 13 times the value of x, and in y = x + 13, the value of y is 13 more than the value of x.

In y = 13x, the value of y is 13 more than the value of x, and in y = x + 13, the value of y is 13 times the value of x.

In y = 13x and y = x + 13, the value of y is 13 times more than the value of x.

In y = 13x and y = x + 13, the value of y is 13 more than the value of x.

Answer 1

13x-y=13
1.)
13x + (-1y) =13
(Subtract -1y on both sides)
13x= 13 + 1y
(Divided both sides by 13)
(13 and 13 on both sides should cancel out each other)
X = 1y or x = x

2.)
13x + (-1y) = 13
(Subtract 13x on both sides)
-1y = 13-13x
(Divided both sides by -1)
Y=-13-13x


(I’m hope this is right if I’m wrong I’m soooo sorry)