Can someone simplify this? Please show your work!
(2/3h^3)
I am not sure if you mean 2/3 times h^3
or did you mean 2 divided by 3h^3
or should the ^3 be outside the ( )
if it is outside the ( ) you would distribute the power of 3 to each part and you would have 2^3 divided by 3^3 h^3
8/27 h^3
Yes, I meant 2/3 times h^3
Can you help me?!
2/3h^3 is already simplified according to the order of operation.
you could write it as 2h^3 / 3
or to avoid any confusion: (2/3)h^3
To simplify the expression (2/3h^3), we can follow these steps:
Step 1: Simplify the coefficient
The coefficient in this expression is 2/3. There are no common factors in the numerator and denominator, so we cannot simplify it any further.
Step 2: Simplify the variable term
The variable term in this expression is h^3. To simplify it, we can rearrange the exponent as a product of h's:
h^3 = h * h * h
Step 3: Rewrite the expression
Now that we have simplified both the coefficient and the variable term, we can rewrite the expression in its simplified form:
(2/3h^3) = (2/3) * (h * h * h) = (2/3)h * h * h
So, the simplified expression is (2/3)h * h * h.