Write (5y)3 without exponets
assuming you mean (5y)^3 then that would be
(5y)(5y)(5y)
To write (5y)3 without using exponents, you need to understand that raising a term to an exponent 3 means multiplying that term by itself three times.
In this case, the term is 5y. So, to raise (5y) to the power of 3, you need to multiply 5y by itself three times.
(5y)3 = (5y)(5y)(5y)
To simplify this expression, you multiply the coefficients (numbers) and multiply the variables together.
(5y)(5y)(5y) = 5 * 5 * 5 * y * y * y
Simplifying further, we get:
125y^3
Therefore, (5y)3 is equal to 125y^3.