Write the expression as a cube of a monomial.
0.001y^12
UMMM... ur supposed to include the variable, so, (0.1y^4)
(0.1y^4)^3
To express 0.001y^12 as a cube of a monomial, we can rewrite it as (c·x)^3, where c and x are constants.
First, let's write 0.001 in the form of a fraction as 1/1000. Now we have (1/1000)y^12.
To express this as a cube, we can rewrite it as (1/1000)^3 · (y^4)^3.
Simplifying further, (1/1000)^3 = 1/1000000000.
So, the expression 0.001y^12 can be written as (1/1000000000) · (y^4)^3.
well, you can write y^12 as (y^4)^3
and .001 as (.1)^3
so what do you think?