Use cofunctions of complementary angles to find θ where cos(17deg) = sin(θ). Use logarithm properties to condense: ln4 + 3 ln x+ 3 ln (x2 + 4) −ln(x2 + 4)x3 as much as possible. Use logarithm properties to condense −3 log(x2 + 25) + 7 log(x −5) −6 log(x2 −25) as much as possible

Q: Find the inverse of the function. y = 5x +7 A) y= log5 (x-7) B) y= log6-2x C) y= log22x D) y =…

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Q: -= (x²-2x)tax (use logarithmic differentiation)

A: Given query is to find the derivative.

Q: use logarithmic difterient iation to Aind r V3x-1

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Q: If log4(sinx)=A and log4(cosx)=B, what is the expression for log4[sin(2x)] in terms of A and B.

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Q: Find using properties of logarithms: y = ln (= cos(z)) 36x-1 dy d

A: We can find the derivative using the properties of logarithms in in the below steps.

Q: g(x) = ln (xe³x)

A: According to Bartleby guide line we only do first part. Please re post other part in next…

Q: Write all the steps on a piece of paper and upload your answer: Use logarithmic differentiation to…

A: Given,

Q: log2 x 2. S dx

A: Solving by indefinite integral we have

Q: log (x+8) ) dx 3

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Q: Consider the logarithmic expression: y = log(x'). Determine whether the logarithmic the…

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Q: Propagate the error in the following expression: − log(0.0875 ± 0.0005) =

A: To determine the error in the below expression. −log0.0875 ± 0.0005