1/x^-2*x^4 solve
To simplify the expression 1/x^(-2)*x^4, we can use the rules of exponents.
First, let's rewrite the expression:
1/x^(-2)*x^4 = (x^(-2))^(-1) * x^4
Using the rule that (a^b)^c = a^(b*c), we can simplify further:
(x^(-2))^(-1) * x^4 = x^(-2 * -1) * x^4
Multiplying the exponents:
x^(2) * x^4 = x^6
Therefore, 1/x^(-2)*x^4 simplifies to x^6.