Question

REALLY NEED HELP IM STUCK. I PUT A PICTURE

Answer 1

Just look at the x and y variables and their exponents and roots. Ignore the rest.

Start with x.
On the left side you have cubic root of x^c.
On the right side you have x^2.


`\sqrt[3]{x^c} = x^2`


`(x^c)^{(1)/(3)} = x^2`


`(c)/(3) = 2`


`c = 6`

Now look at y on both sides and the roots and exponents of y.


`\sqrt[3]{y^5} = y\sqrt[3]{y^d}`


`(y^5)^{(1)/(3)} = y^1 * y^{(d)/(3)}`


`y^{(5)/(3)} = y^{1 + (d)/(3)}`


`y^{(5)/(3)} = y^{(3)/(3) + (d)/(3)}`


`y^{(5)/(3)} = y^{(d + 3)/(3)}`


`(d + 3)/(3) = (5)/(3)`


`d + 3 = 5`


`d = 2`

Answer: Choice C. c = 6; d = 2