Use the properties of logarithms to expand the following expression as much as possible. Simplify any numerical expressions that can be evaluated without a calculator. In (5x270x240) Enter the solution in the box below: Answer - τ ± +1 C × # < ÷ = VI > In ≤ ≥ log ZQRCA. V. αβολμο tan CSC sec (■) cot (■) ■)tan (■) csc (■) sec (■) cot" (■) CSC In (5) + In(x-6)+ In (x-5) Keypad Keyboard Shortcut

Q: 1. Sketch a graph of the function y = 4 log(3x + 6) + 5. Then identify the key features of the…

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Q: Given that logb √w = 7, and log x= -6, 1096 y = -9

A: Given query is to find value of indicated expression.

Q: Condense each expression to a single logarithm using the properties of logarithm 2log(x) +…

A: Given that, 2log(x) + 3log(x+1) We have to convert this in single logarithm expression.

Q: Express as a single logarithm and, if possible, simplify. In x6 - 3 In ³√x5 In x6 -3 In √x5=…

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Q: Rewrite the following logarithms as exponentials. 1) log, 256 = 4 2) log

A: Since, lognm=logmlogn Hence, log4256=log256log4 Now, we can write 256 as 44. Then,…

Q: 10. Use the change of base formula to evaluate the following logarithmic expressions: a. 2 log₁5…

A: Given that: 2log135log0.414. To find: Evaluate the logarithmic expression using the base formula.…

Q: express as one logarithm with a coefficient of 1:3log a/x+log b/y -2log c/z

A: Solution is given below:

Q: Use the properties of logarithms to rewrite the following expression if possible. Assume that all…

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Q: Condense each expression to a single logarithm if possible ln(7) + ln(x) + ln(y)

A: We know that ln a + ln b= ln ab So, ln 7 + ln x=ln 7x

Q: Solve and Check each equation: log, (x+2)+log,(x-5)=1 а.

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Q: Simplify 27 log 3

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Q: x7 y4 16) log 2

A: We have to expand the logarithm

Q: Write the following expression as a sum​ and/or difference of logarithms. Express powers as factors.…

A: Given expression is logau2v9, u&gt;0 and v&gt;0. We have to write the given expression as the sum or…

Q: The speed of light is 2.9979 × 108 m/sec. Approximate log (2.9979 × 108). log (2.9979 × 108) ~ 3

A: We need to approximate log2.9979×108.Log formula: logMN=logM+logN ; logxn=nlogx

Q: .Express in index notation: a) loga 8 = c ii. Simplify: 3log3 - log 27

A: I.Express in index notation:  a) loga 8 = cAnswerlogam=n ⇒ m=anThereforeloga8 = c ⇒8=ac

Q: Evaluate the complex logarithm: In(i² + i*) O In v2 + i O In v2 - i O In v2 - *i O In v2+ *i

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Q: condense to a single logarithm: 2log4c + log4a / 2

A: We have to solve given expression for single logarithm.