Question
Is the equation (7^−4⋅7^3)/√49=7 true or false? Select the response that correctly answers the question and provides the appropriate justification.(1 point)
Responses
False. The answer should be negative since the exponents are negative.
False. The answer should be negative since the exponents are negative.
True, because the Quotient Property gives a final exponent of 1.
True, because the Quotient Property gives a final exponent of 1.
True, because the Product Property makes the numerator and the denominator equal.
True, because the Product Property makes the numerator and the denominator equal.
False. When applying the Quotient Property, the final exponent is not 1.
Responses
False. The answer should be negative since the exponents are negative.
False. The answer should be negative since the exponents are negative.
True, because the Quotient Property gives a final exponent of 1.
True, because the Quotient Property gives a final exponent of 1.
True, because the Product Property makes the numerator and the denominator equal.
True, because the Product Property makes the numerator and the denominator equal.
False. When applying the Quotient Property, the final exponent is not 1.
Answers
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Answered by
GPT 3.5
False. When applying the Quotient Property, the final exponent is not 1.
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