log2x log3x log2x b. loggx log,a log,za c. 69. a. log,x 70. a. log3x logVTOX b. logv7x log,b c. log,a

Q: Find x if  2log5 + (1/2) log9-log3=logx

A:

Q: Choose the graph of y = log,(z) %3D - -7 -6 -3 4 -2 1. -7 24 -2 -2 -7

A: y=log4(x)

Q: log, (64) = x

A:

Q: Express using a single log            2Log a2 – Log b – 2 Log a2b + 2Log b

A:

Q: Solve for x: log,(6) + log,(x) = log,(12)+log,(x- 1)

A:

Q: If log, (4x + 6) = 3, then x = %3D

A: Given:          log2(4x + 6) = 3   To find x

Q: Explain why. a) log(100000) = 5 b) log,( – 16) = undefined

A:

Q: Express in terms of logb 2 / logb 3 / logb 5 logb .55555555555555555 =  logb 2.5 = logb 4/9

A: We have to solve the logarithmic

Q: Calculate: 4 log,5 logg27

A: Given,

Q: Suppose log, 2 = 5 and log, 3 = 8, find: a) log, 18 b) loga i 4

A: we know that  log ab = log a + log b  log a/b = log a - log b  log ab = b log a

Q: Express as a product. 9 log 10y - 9 log 10y

A: The given expression is  log10y-9

Q: Calculate without using a calculator. log2 4/3 + log2 24

A: log2 4/3 + log2 24 We need to calculate the value given expression.

Q: Find fx) if fx) = logX-5 %3D x4-3

A: f'(x)=?

Q: Solve the equation.

A: Given equation is: log62x-3=log612-log63 We have to solve this equation.

Q: 1 21. log, x + 2 logsy = .

A:

Q: Write as a single logarithm: 3 log, x - 2 log, 5 log, y.

A:

Q: LogaX

A:

Q: Use rules of logs to write the log as a single quantity 2log3x - log34     ln x + ln(x+1)

A: GIvenA)2log3x-log34 B) ln x+ ln (x+1)we have to use rules of log to write log as single quantity

Q: Explain why log,10 1 = 0.

A:

Q: A login for a bank website consists of 2 letters followed by 5 numbers.  If the number or letter can…

A: Given that a bank website consists of two letters followed by five numbers.

Q: Prove log, + log, 20 log, 8 = o

A:

Q: Find x if:

A: To determine the value of x.

Q: 1. Express as a single logarithm and simplify. a) logo 9 + log6 4 b) logs 15 – logs 3 2. Write as a…

A:

Q: Solve the equation.

A: Given equation: log4 3x+2=log4 5+log4 3

Q: Express using a single log2Log a2 – Log b – 2 Log a2b + 2Log b

A: The given expression is as follows:2Log a2 – Log b – 2 Log a2b + 2Log b

Q: Which of these are equivalent to log(7x) + log(6x)? Select all that apply. log(42x²) log(13x) 2…

A:

Q: 1 Use log,4 0.712 and log. 12~1.277 to evaluate log, 3 1. log,

A:

Q: I need to know the answer of  log31(150)=  log31(200)=

A: Logarithmic Question

Q: logpQ x logoP

A: Evaluate the value of logP Q×logQ P. Solve the equation 5x2+x+2=0.

Q: Express using a single log            3Log ab2 – Log a2b – 4 Log a/b – 3Log b2

A: Use the power rule and quotient rule to simplify the  given expression.

Q: log, log, 7(77) is equal to

A: Introduction :

Q: What value of x makes the equation log, (2x + 1) + log,(x - 3) = 2 true? %3D

A: we need to find the value of x that satisfies the given equation

Q: 2log5(x-3) - log5(8) = log5(2)

A: Simplify the given logarithmic equation as follows.

Q: Suppose log, 3 = 15 and log, 5 = 22, find: %3D a) log. 9 b) loga 75

A:

Q: if log10(2)= .301 and log10(3)= .477, what is log10(4/3)?

A: given :             log10(2) = .301   and log10(3) = .477 find:         log10=(4/3) solution :…

Q: express using a single log 2loga2 - logb - 2loga2b + 2logb

A: Using power rule and product rule for logarithmic expressions.

Q: log, (1 – 4x) = log,(2x? + 3)

A:

Q: Date Assignm Solve each equation. 1) log, 8+ log, (x + 4) = log, 66 2) log 4 - log, 7=1 -X- %3D

A: To solve following equations 1. log48 + log4(x +4) = log466 2. log4-x - log47 = 1

Q: Assume X, Y, Z are positive numbers. Use propertie of logs to write the expression - 2log X-blog₂ y…

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Q: Vaz - 9 log2 , a > 3 4

A:

Q: 6. Use log, 10 3.322 and log 8s 0.903 to approximate the value of the expression. log, 100

A:

Q: 9. log, (3x + 1) = 2

A: 9. log7(3x+1)=2    3x+1=72   3x+1=49

Q: Suppose log, 8 = 0.724 and log, 6 = 0.624. Find: () (a) log, 48 (b) log, 3 (c) log, 64

A:

Q: List 3 similarities and 3 differences of the two functions below: y = 5* and y = log5 x If log, w =…

A:

Q: Value of log2 32+ log₂ 16, will be.

A:

Q: Solve for x: log,(6) + log,(x) = log,(12)+log,(x – 1)

A:

Q: Show that if log, a=c and log_ b = c, then log, y =c².

A: Using the properties of the logarithmic functions, it an be written that logbc=log clog b.  Using…

Q: 5. Determine an expression in terms of x, y and whole numbers for log, 400 if log 980A

A: Introduction: We will use some logarithmic properties to solve this problem. log(mn)=log(m)+log(n)…