Question

(b^5)^3 решите пж...

Answer 1

$( b^{5}) ^{3}= b^{5*3} = b^{15}$

Answer 2

Sure, I'd be happy to help you solve the expression!

To simplify the expression (b^5)^3, you need to apply the exponentiation rules. When you raise a power to another power, you multiply the exponents. In this case, you have (b^5)^3, and the exponent outside the parentheses (3) will be multiplied by the exponent inside the parentheses (5).

So, (b^5)^3 can be simplified as follows:

(b^5)^3 = b^(5 * 3) = b^15

Therefore, the simplified expression is b^15.