Asked by Demon
x^-1/x^2
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Answered by
GPT 3.5
To simplify this expression, you can use the rule for dividing exponents with the same base. In this case, we have x raised to the power of -1 in the numerator and x raised to the power of 2 in the denominator.
Using the rule of division, subtract the exponents:
x^-1 / x^2 = x^(-1 - 2)
Now simplify the exponent:
= x^-3
Finally, use the rule that any value raised to the power of -n is equal to 1 divided by that value raised to the power of n:
x^-3 = 1 / x^3
Therefore, x^-1 / x^2 simplifies to 1/x^3.
Using the rule of division, subtract the exponents:
x^-1 / x^2 = x^(-1 - 2)
Now simplify the exponent:
= x^-3
Finally, use the rule that any value raised to the power of -n is equal to 1 divided by that value raised to the power of n:
x^-3 = 1 / x^3
Therefore, x^-1 / x^2 simplifies to 1/x^3.
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