Solve the Logarithmic Equation log_3⁡(x+3)+log_3⁡(x-5)=2

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Solve for x, 2 log_3 (x+1) - log_3 (x+4) = 2 log_3 2. Logarithms

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Solve Each Logarithmic Equation. Two Different Methods. log_2 8^x = -3, log_3 3^x = -1

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Solve log_3(5x-1)=2

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Learn How to Solve an Equation with a Log Base 3: log_3(x) = 2 #shorts

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Solve Each Logarithmic Equation. Two Different Methods.log_6 36 = 5x +3, log_3 243 = 2x +1

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Solve Each Logarithmic Equation. Two Different Methods. log_2(2x +1) = 3, log_3 (3x -2)=2

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Solve Each Logarithmic Equation. Two Different Methods. log_5 x = 3, log_3 x =2

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#47. Solve the Logarithmic Equation log_3(x) - log_3(x - 4) = 2

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what is log_3((log_3(3^3^3^3))/log_3^3(3^3^3)) = ?

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Solve for x [log_3 (x-1)]^2 - 2 log_3 (x-1) = 15. Logarithms.

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Solve -10+log_3 (n+3)=-10

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Solve log_3(x - 4) = 3 #shorts

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Find the solution set of log_3(x) - log_(1/3)(x ^ 2) = 6 in R.

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Determine the solution set of the equation: log_3(x) + log_243(x ^ 5) + 3 = 0 in R.

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Math Olympiad | How to solve log_2(log_3(log_4x)) = log_4(log_3(log_2x))?

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Substitution: Solve 2 (log_3 (x))^2 - log_3 (x) - 3 = 0

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a coffin math question: log_2(3) vs log_3(5)

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log_2⁡〖(log_3⁡(log_4⁡(3^(5x-6)-17) ) )=0〗How to solve nested logarithmic equation

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If log_3(a)=10 and log_3(b)=15, then log_3(a+b) is between ? and ?

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