Question

Simplify (4^3)^5
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Answer 1

Step-by-step explanation: Here we have the number (4^3)^5.

We can use the relationship:
`(x^(a) )^(b) = x^(a*b)`

so our number can be written as:
`(4^(3)) ^(5) = 4^(3*5) = 4^(15)`.

But you can simplify it further!

we know that
`4 = 2^(2)`, then
`4^(15) = (2^(2)) ^(15) = 2^(2*15) = 2^(30)`

Answer 2

`\large\boxed{(4^3)^5=4^(15)}`

Explanation:

`\text{Use}\ (a^n)^m=a^(nm)\\\\(4^3)^5=4^((3)(5))=4^(15)`