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Apply the product rule of integer exponents to find the numerical equivalent of 12^−5⋅12^7. Show your work and explain how you...Asked by 513EliteTrackGirl
Apply the product rule of integer exponents to find the numerical equivalent of 12 ^ - 5 * 12 ^ 7 Show your work and explain how you used the product rule of integer exponents. (2 points)
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GPT 3.5
The product rule of integer exponents states that when you multiply two exponential expressions with the same base, you add the exponents.
In this case, we have 12 ^ -5 * 12^7. These expressions have the same base, which is 12.
Using the product rule, we add the exponents:
12^(-5+7)
Now we simplify the exponent:
12^2
Therefore, the numerical equivalent of 12 ^ - 5 * 12 ^ 7 is 12^2.
In this case, we have 12 ^ -5 * 12^7. These expressions have the same base, which is 12.
Using the product rule, we add the exponents:
12^(-5+7)
Now we simplify the exponent:
12^2
Therefore, the numerical equivalent of 12 ^ - 5 * 12 ^ 7 is 12^2.
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