Solve each equation. If necessary, round each answer to the nearest thousandth . log14p + 12 + log p = log 3

Q: Solve each equation. Give the solution in exact d. log, m+log, (m+10) =log, 11 %3D form. Leave in…

A: To determine the solution of the equations.

Q: use logarithm to solve

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Q: 25. 2163x 362x+3

A: Since you have asked multiple questions in single request.so we will be answering only first…

Q: Rewrite each equation in exponential form. log , 361 = 2 O None of the other answers are correct 361…

A: The solution as follows :-

Q: Solve: log, (p) = -9 %3D Question Help: O Video Submit Question Jump to Answer

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Q: Solve the following equation. logb125 = 3

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Q: solve the equation log 27 x=27

A: Given:-  Log base 27 x = 27

Q: Write each statement in exponential form. log91/81 = -2 log6(x) = -1

A: i. Given logarithmic expression, log9181= -2

Q: Write each expression as a singie logarithms.

A: We have to write the given expression as a single logarithmic expression: log21x+log21x2 We know the…

Q: Solve each equation. If necessary, round each answer to the nearest thousandth logk 64 = 6

A: To solve the equation: logk64=6 Solution: We know that if logab=n then b=an. Using the above…

Q: Solve log3 a = -2 is a solution Next >

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Q: Solve the equation logx (1/8) = 3

A: Logarithm is inverse of exponentiations. A logarithm is easy method to express large number and to…

Q: Solve log2 a18b

A: Here we have to solve;  =log2(18)

Q: Solve each equation ;

A: Given,logx18=3

Q: Solve each equation. log 7 (x2 + 11) = log 7 15 O +4 +2 ±3.87 ±12

A: Given; log7(x2+11) = log7(15)

Q: Solve. Show all steps and state restrictions log2(4x + 8) = 2

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Q: Solve the equation log3 243 = 2x + 1

A: The given equation is log3243=2x+1

Q: solve each equation.;logx 16 = 2

A: Given equation needs to be solved for x. First property that will be used to simplify the equation…

Q: Solve each equation. If necessary, round each answer to the nearest thousandth log3 (2x + 5) = 5

A: Solve each equation. If necessary, round each answer to the nearest thousandth log3 (2x + 5) = 5

Q: 2) Solve each equation. a. log3x = 7 b. log3243 = 2x + 1 с. In e -2x — 8

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Q: Solve each equation for x: a. log,(x + 1) = log, 6

A: The solution of the logarithmic equation is given below:

Q: write each expression as a sum and/or difference of logarithms. Express powers as factors.

A: To write each expression as a sum and/or difference of logarithms.  log[x(x+2)(x+3)2] Solution:…

Q: Solve each equation. log2(2x + 1)= 3

A: Given equation is              log22x+1=3

Q: Solve each equation. If necessary, round each answer to the nearest thousandth . . log2(5m - 2) -…

A: log25m-2-log2m+3=2

Q: Solve each equation log4 64 = x

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Q: Solve the equation log6 36 = 5x + 3

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Q: *UPLOAD A PHOTO OF YOUR SOLUTION, write final answer below* Solve for n: log,(log,2n)'=21

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Q: Rewrite each equation in exponential form:  log4(q) = m

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Q: solve each equation. log(x+9)=2

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Q: solve each equation.;log2 (3x + 4) = 5

A: It is given that,  log2(3x+4)=5    ...(1)   It is known that, If logab=c  then, b=ac   ...(2)…

Q: solve each exponential equation. leave your answer in exact form (no decimals) 3(5x+1)=5

A: The given expression is 35x+1=5.

Q: B. Solve each exponential and logarithmic equation. 2. log,(x+ 1)= 2 3. 2* = 128

A: 2. log4(x+1)=2we know that  if   logb(a)=c    then  a=bcx+1=42x+1=8  x=8-1  x=7Therefore    x=7

Q: Solve log6 36 = 5x + 3

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Q: Solve each equation log3 243 = 2x + 1

A: Given :log3243 = 2x+1

Q: Solve each equation. If necessary, round each answer to the nearest thousandth log2 x = 3

A: Given that log2 x = 3. We need to find the value of x.

Q: Rewrite each equation in logarithmic form m-7 = n

A: Given query is to write the expression in logarithmic form.

Q: Write each expression as a singie logarithms.

A:

Q: Write each expression as a sum and/or difference of logarithms.Express powers as factors.

A: Given the expression ln(ex)

Q: Solve each equation. 5) log, 4 - log, 4x = log, 34 %3D 27 A) 4 B) None of these 27 D) 1 E) 34

A: We know that the logarithmic properties: 1. If logbm= logbn then m=n2. logbmn=logbm-logbn Given:…

Q: Solve the equation: log2(8x + 4) – log2 3 = 3

A: Given equation is  log2(8x+4) - log2(3) = 3

Q: Convert to an exponential to solve. logs (243) = z

A:

Q: Rewrite each equation in exponential form. log, b=-4 O b =-4 O None of the other answers are correct…

A:

Q: Write each equation in its equivalent exponential form: a. 2 = log5 x  b. 3 = logb 64  c. log3 7 =…

A: We have to write equation in equivalent exponential form: a. 2=log5xb. 3=logb64c. log37=y We know…

Q: ve each exponential equation log5(x+4)=1

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Q: log3 3x = 2

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Q: Use logarithms to solve. (If there is no solution, enter NO SOLUTION.) 5x - 12 = 1

A: Given,          5x-12=1

Q: In(3x – 2) + In(x – 1) = 2 In x

A: As per our guidelines we are suppose to solve only first question if the multiple questions are…

Q: > Solve each equation. Give the solution in exact form. Leave in terms of logarithms where…

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Q: Solve for æ: log, a + log, (a + 2) = 8

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Q: Solve the equation log, x + log, x³ = 10.

A: Logarithm is inverse of exponentiations. A logarithm is easy method to express large number and to…