Prove: 3/(log_2 (a)) - 2/(log_4

  1. Identify the expression equivalent to log_2 128/log_2 16.1)log_128(16) 2) log_16(128) 3)log_4(128) 4)log_2(128)
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  2. Match each equation with an equivalent equation on below.Some answer options on the right will not be used. log_2(64)=6
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  3. Prove.3/(log_2 (a)) - 2/(log_4 (a)) = 1/(log_(1/2)(a))
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    2. Hasane asked by Hasane
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  4. Prove:3/(log_2 (a)) - 2/(log_4 (a)) = 1/(log_(1/2)(a))
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    2. Hasane asked by Hasane
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  5. Q: Prove- 2/log_8a - 4/log_2a= 1/log_4ai tried dividing 1/log_4a by 2/log_4(8) - 1/log_4a by 4/log_4(2) to get log_4(8)/2.log_4a
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    2. Anonymous asked by Anonymous
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  6. Which of the following options rewrites log_4(9m^3/n)Quotient Rule of Logarithms, the Product Rule of Logarithms, and the Power
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  7. Which of the following options rewrites log_4(9m^3/n)Quotient Rule of Logarithms, the Product Rule of Logarithms, and the Power
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  8. Which of the following uses the properties of logarithms to correctly rewrite f(x) = log_2(32x ^ 6) ? f(z) = log_1(6x) + 5; f(x)
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  9. My book doesn't explain how to do these problems.. The examples they tell me to refer to have no relevance whatsoever.Any help
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    2. Caroline asked by Caroline
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  10. 1/log_2(X) + 1/log_3(x) + 1/log_4(x) +1/log_5(x) =log_5(625)
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    2. PD asked by PD
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