if you Simplify (7^10)^5 does it = 7^15?
Yes, if you simplify (7^10)^5, it equals 7^50.
To simplify the expression (7^10)^5, we can use the rule: (a^m)^n = a^(m * n).
Applying this rule, we can simplify (7^10)^5 as follows:
(7^10)^5 = 7^(10 * 5)
Multiplying 10 by 5 gives us:
(7^10)^5 = 7^50
Therefore, (7^10)^5 is equal to 7^50, not 7^15.
To simplify the expression (7^10)^5, you need to apply the rules of exponentiation.
According to the rule for raising a power to another power, you need to multiply the exponents. In this case, you have (7^10)^5, so you multiply 10 by 5.
10 * 5 = 50
Therefore, (7^10)^5 simplifies to 7^50.
The expression 7^15 is different from 7^50, so (7^10)^5 does not equal 7^15.