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    Phoniex
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Category > Engineering Posted 01 Sep 2017 My Price 15.00

the sum and/or difference of logarithms

I need help to answer this q in precalculus

 


QUESTION 1 (4 POINTS)

Question 1 Unsaved

Write as the sum and/or difference of logarithms. Express powers as factors.

log4

Question 1 options:
A) log4x - 2

 

B) - 2log4x

 

C) 8 -  log4x

 

D) log4x - 2

Save

QUESTION 2 (4 POINTS)

Question 2 Unsaved

Solve the equation.

log5(x + 1) = 1 + log5(x - 1)

Question 2 options:
A)

 

B)

 

C)

 

D)

Save

QUESTION 3 (4 POINTS)

Question 3 Unsaved

Use the Change-of-Base Formula and a calculator to evaluate the logarithm. Round your answer to three decimal places.

log2150.6

Question 3 options:
A) 3.617

 

B) 0.301

 

C) 7.235

 

D) 0.138

Save

QUESTION 4 (4 POINTS)

Question 4 Unsaved

Change the logarithmic expression to an equivalent expression involving an exponent.

ln x = 6

Question 4 options:
A) 6e = x

 

B) x6 = e

 

C) ex = 6

 

D) e6 = x

Save

QUESTION 5 (4 POINTS)

Question 5 Unsaved

Find the exact value of the logarithmic expression.

ln e7

Question 5 options:
A) e

 

B)

 

C) 1

 

D) 7

Save

QUESTION 6 (4 POINTS)

Question 6 Unsaved

Solve the equation.

log2x = 5

Question 6 options:
A) {10}

 

B) {2.32}

 

C) {25}

 

D) {32}

Save

QUESTION 7 (4 POINTS)

Question 7 Unsaved

Use the Change-of-Base Formula and a calculator to evaluate the logarithm. Round your answer to three decimal places.

log60.771

Question 7 options:
A) -0.113

 

B) 7.782

 

C) -0.145

 

D) -6.890

Save

QUESTION 8 (4 POINTS)

Question 8 Unsaved

Solve the equation.

log6(x + 3) = 3

Question 8 options:
A) {219}

 

B) {213}

 

C) {732}

 

D) {726}

Save

QUESTION 9 (4 POINTS)

Question 9 Unsaved

Solve the problem.

pH = -log10[H+] Find the [H+] if the pH = 6.4.

Question 9 options:
A) 3.98 × 10-6

 

B) 2.51 × 10-7

 

C) 3.98 × 10-7

 

D) 2.51 × 10-6

Save

QUESTION 10 (4 POINTS)

Question 10 Unsaved

Find the exact value of the logarithmic expression.

log4 

Question 10 options:
A) -3

 

B) 3

 

C)

 

D) - 

Save

QUESTION 11 (4 POINTS)

Question 11 Unsaved

Change the logarithmic expression to an equivalent expression involving an exponent.

logb25 = 2

Question 11 options:
A) 2b = 25

 

B) 252 = b

 

C) 25b = 2

 

D) b2 = 25

Save

QUESTION 12 (4 POINTS)

Question 12 Unsaved

Solve the equation.

e2x = 7

Question 12 options:
A) {2 ln 7}

 

B)

 

C)

 

D)

Save

QUESTION 13 (4 POINTS)

Question 13 Unsaved

Change the exponential expression to an equivalent expression involving a logarithm.

73 = 343

Question 13 options:
A) log7343 = 3

 

B) log3343 = 7

 

C) log3437 = 3

 

D) log73 = 343

Save

QUESTION 14 (4 POINTS)

Question 14 Unsaved

Solve the equation.

log6(x + 2) = -1

Question 14 options:
A)

 

B)

 

C)

 

D)

Save

QUESTION 15 (4 POINTS)

Question 15 Unsaved

Find the exact value of the logarithmic expression.

log9

Question 15 options:
A)

 

B) 1

 

C) 9

 

D)

Save

QUESTION 16 (4 POINTS)

Question 16 Unsaved

Solve the problem.

The pH of a chemical solution is given by the formula 
pH = -log10[H+] 
where [H+] is the concentration of hydrogen ions in moles per liter. 
Find the pH if the [H+] = 5.2 × 10-4.

Question 16 options:
A) 4.72

 

B) 3.72

 

C) 4.28

 

D) 3.28

Save

QUESTION 17 (4 POINTS)

Question 17 Unsaved

Express as a single logarithm.

6logbq - logbr

Question 17 options:
A) logb

 

B) logb(q6 - r)

 

C) logbq6 ÷ logbr

 

D) logb

Save

QUESTION 18 (4 POINTS)

Question 18 Unsaved

Change the exponential expression to an equivalent expression involving a logarithm.

10x = 1000

Question 18 options:
A) log100010 = x

 

B) logx1000 = 10

 

C) log101000 = x

 

D) log1000x = 10

Save

QUESTION 19 (4 POINTS)

Question 19 Unsaved

Write as the sum and/or difference of logarithms. Express powers as factors.

log5

Question 19 options:
A) log514 +  log5x - log5y

 

B) log514 ∙  log5m ÷ log5y

 

C) log5y - log514 -  log5x

 

D) log5(14) - log5y

Save

QUESTION 20 (4 POINTS)

Question 20 Unsaved

Solve the equation.

3(1 + 2x) = 243

Question 20 options:
A) {2}

 

B) {81}

 

C) {6}

 

D) {-2}

Save

Answers

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Status NEW Posted 01 Sep 2017 05:09 PM My Price 15.00

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