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Suppose 43^(3log13(56)) = 56^(xlog11(43)), where

Suppose 43^(3*log13(56)) = 56^(x*log11(43)), where x = logb(n) Compute the pair of positive integers (b, n) that satisfies this
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2. asked by Alex
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use the quotient rulelog11-log13
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2. 63 views
Using numerical analysis and the Quotient Rule of Logarithms, how can log11(14/t) be rewritten?(1 point)log11(14−t)
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2. 80 views
Using numerical analysis and the Quotient Rule of Logarithms, how can log11(14/t) be rewritten?(1 point) Responses log11(14−t)
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Using numerical analysis and the Quotient Rule of Logarithms, how can log11(14t) be rewritten?(1 point)Responses log11(14−t)
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2. 122 views
log11^18
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2. 43 views
1) log n + log 5 = 32) log y = 1/3 [log40 - log5] + 2/3 log27 + log11
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2. asked by Samantha
3. 477 views
Expand completely log11(square root x+y/x^2y)
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2. 45 views
Find the exact value and approximate. 11^ -x+4 = 5^ 3x-2 (-x+4)log11 = (3x-2)log5
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2. asked by Lisa
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Type the correct answer in the box.log14/3 + log11/5 - log 22/15 = log___
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2. asked by willie
3. 59 views