Question

What happens to the value of the expression \dfrac{3y}{2y} 2y 3y ​ start fraction, 3, y, divided by, 2, y, end fraction as yyy increases? Choose 1 answer: Choose 1 answer: (Choice A) A It increases. (Choice B) B It decreases. (Choice C) C It stays the same.

Answer 1

C

Explanation:

Just got it right

Answer 2

(C) It stays the same.

Explanation:

Given the expression
`(3y)/(2y)`

`When\: y=1, (3y)/(2y)=(3(1))/(2(1))=(3)/(2)\\When\: y=2, (3y)/(2y)=(3(2))/(2(2))=(3)/(2)\\When\: y=100, (3y)/(2y)=(3(100))/(2(100))=(3)/(2)`

We can see that no matter the value of y, the corresponding value of the expression remains the same.