4. Use the special properties of logarithms to solve the following equations. [K4] a. M = log₁11²¹ b. 4log,57 = x = log2378 C. x = your choice [

Q: (7) r = y (8) VI = y

A:

Q: Solve the following logarithmic equation. log 1/4 (x? + x) - log 1/4 (x² -x) = - 2 Select the…

A: Solution is in step 2

Q: Determine the restrictions on the variable for the following expression 3 logg (x+3)-logg (x²+x-6)…

A:

Q: A. Expand and condense each logarithmic expression into a single logarithm. 1. log,(7.5) - 2. log,9…

A:

Q: Q4. Write in simpler (1) log() 3/4 form 3 (2) log (1)³

A: Here we have to simply it.

Q: Simplify and solve log; v9.

A: We have to simplify and solve the expression log59

Q: 1. a) Write as a single logarithm: log b) log5 (6) + log5 (8) - log5 (16)

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Q: 1 (a) log3 81 (b) log, V49 (c) In e

A:

Q: 5. Solve for x without using a calculator: log. (x) + log,(x – 16) = 2

A: The answer is found in step-2

Q: Solve the following for x. Give an exact answer using the log function. 3. (5³2-6) = 27 X =

A:

Q: (2/2) +60 poock (

A:

Q: Calculate "y" in the following expression: -log(y) = 8. y = i

A: Given expression is -logy=8

Q: What is the domain of the function y = log, (3x + 12)? O > 3 O -4 O >-3 O > 4

A: Given function is y = log2(3x + 12)

Q: Solve the following. Show your work and steps. b. 3(4)**-2 = 192 log x = 1 C. log, (x+3)+ log, (x –…

A:

Q: 5. [ACS] Determine the following values: (a) Log(i) (b) Log(1 + i) (c) Log(√3+i).

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Q: 4. Solve the following equations. Round answers to two decimal places. a. log₂(x) * log(x) = 4 b.…

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Q: what is the domain of the function Y= logy (9x t 12) - 5?

A: y=log44x+12-5

Q: 4. Use the special properties of logarithms to solve the following equations. a. M = log1121 b. 4…

A:

Q: Write the following expression Ohm--h(m+3) O In (m) - In (m + 3) 2 In (m) - In (m+3) hm+=h(m+3) m as…

A: To write the following expression as a  sum and/or difference of logarithms without exponents.