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4(mn^-2)
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what do you need to do in this problem?
simplify the expression using the properties of exponents
when you have a variable raised to a negative exponent, that is equivalent to the same variable with a positive exponent but with the variable in the denominator. So like x^-2 is the same thing as 1/(x^2) Or if you had 1/(x^-2) you can move the x^-2 up to be in the numerator by changing its exponent to be positive 2... so 1/(x^-2) = x^2.
In your problem, you have 4(mn^-2) The only term with a negative exponent looks to me like the "n" term... the way you have the parenthesis written, 4(mn^-2) = 4m(n^-2) So the 4m stays in the numerator, but the n^-2 can be "moved" down to the denominator as n^2... 4m / (n^2)
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