Morizontal asy Given that loga 2 - 0.102 and loga 3 - 0.311, find log, 6.

Q: Log=5x-L09(2xte) + Loa Gx-5)=4

A:

Q: solve for x (use log where is necessary ) 4sqrt(x)=8

A:

Q: logbx=3/2logb27+2logb2-logb3 Find x

A: The given expression

Q: 44. Express as a single logarithm and simplify: In(x10)-In(y20)

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Q: 0.30=log(2pi/root g)

A: This problem is related to logarithmic equations.

Q: Differentiate. y = log 5 (1 + 2x)

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Q: Evaluate log2 14 - log2 7 =?

A: Let's find.

Q: log, b* =

A: logbbx=____

Q: It logge = - 3, og, y =1 Gnd Log,z =4, evaluate log 21 z²

A: Given: log3x=-3, log3y=1 & log3z=4 To evaluate: log381×9xy4z23 Solution: We know that,…

Q: Log24=logz+2log2

A: Given Logarithmic Equation  log 24=log z + 2 log 2

Q: Solve for x:log5 (2x + 2) - log5 (x + 1) = log5 (x - 1)

A: Given that   log52x+2-log5x+1=log5x-1. As we know that  logamn=logam-logan.

Q: What is the simplified form of 4 log3y - 6 log3x + 7 log3z?

A: Given that

Q: . log, (x² – 6x) = log, (-8)

A:

Q: solve for x (use log where is necessary) 22+x=3x

A:

Q: let f(x) = logb(9x^7-8). For what value of b is f′(1) = 9?

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Q: Logx=log12-2log2+log3

A:

Q: If loga(3)=G and loga(5)=H, express loga(1225) in terms of H and G

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Q: log, 7 + log, 3 log,] 8.

A: The solution of the problem is given in the next step.

Q: Student A (2logx+logx') Step 1 Step 2 Step 3 Step 4 (log+log) (log) logx¹5 15 log x Student B…

A:

Q: What is the domain of ƒ1x2= logb x2? What is the range of ƒ1x2= logb x2?

A: Given: fx=logbx2 we know that domain of logx is x greater than zero similarly, domain of given…

Q: Q8. Solve: log₂x + log₂ (x + 2) = log₂ (x + 6)

A:

Q: logx =1,000,000x

A: Given the equation  we need to solve the above equation.

Q: If log[4-5log,2 (X+3)]=0, find x 132

A: Given:          log4-5log32x+3=0 Let:          log4-5log32x+3=0   ........1 Simplify:…

Q: log,(- x² + 15x) = 2 %3D

A:

Q: Given that log, (12) = 27.41 and log, (3) = 7.24 9.) Find log, (36)

A:

Q: Differentiate. d y = log 4 (xº + x) - log4 (x8 + x) = □ dx

A: To differentiate the following function.

Q: Value of log2 32+ log₂ 16, will be.

A:

Q: logbx=1/2logb9+2/3logb125-logb15   Find x.

A: Given: