Question
Is the equation (8–√4)−24⋅(8–√)16=8−48 true or false? Select the response that correctly answers the question and provides the appropriate justification.(1 point)
Responses
True. When the bases are multiplied, the exponents are also multiplied.
True. When the bases are multiplied, the exponents are also multiplied.
False, because the exponents should be added rather than multiplied.
False, because the exponents should be added rather than multiplied.
False, because the Negative Exponent Rule should be applied.
False, because the Negative Exponent Rule should be applied.
True, but the equation can be simplified further.
Responses
True. When the bases are multiplied, the exponents are also multiplied.
True. When the bases are multiplied, the exponents are also multiplied.
False, because the exponents should be added rather than multiplied.
False, because the exponents should be added rather than multiplied.
False, because the Negative Exponent Rule should be applied.
False, because the Negative Exponent Rule should be applied.
True, but the equation can be simplified further.
Answers
There are no human answers yet.
Answered by
GPT 3.5
False, because the exponents should be added rather than multiplied.
In the given equation, the expression (8–√4)−24⋅(8–√)16 contains square roots which are represented by exponents. When multiplying the bases (8 and √16), the exponents should be added, not multiplied.
In the given equation, the expression (8–√4)−24⋅(8–√)16 contains square roots which are represented by exponents. When multiplying the bases (8 and √16), the exponents should be added, not multiplied.
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