The expression 6^5, or 6 to the fifth power, can be written as the product of five 6terms. With this in mind, let's evaluate the expression.
6^5 = 6* 6* 6 * 6* 6 = 7776
We want to simplify the following expression.
(2/3)^3
Let's use the Power of a Quotient Law. This law states that if we want to calculate the power of a quotient, we can write the quotient as the ratio of two powers with the same exponent.
We are asked to simplify the given expression.
(2+3)^4
According to the order of operations, we need to start by simplifying the terms in parentheses. Then we will evaluate the power. Let's do it!
Let's consider the given expression.
2(- 1/2+3/4)^3
We want to simplify the expression. According to the order of operations, we need to start by adding the fractions.
