b. log, x-log, (x+42) = 0

Q: 14. For the logarithmic function (x)=log, (x-4), explain why x=0 is not in its domain.

A:

Q: Find dx by first using algebraic properties of the natural logarithm (x+7)(x + 8)³ (x + 2)°(x + 3)°…

A:

Q: Show that, log5 x can be expressed as 2 log, x, where b> 0.

A:

Q: Find a number E such that log (5z + 1) = 2

A: The solution is given below.

Q: (b) For what value of x is log₂ (x+1)-log₂ (x-1)=3?

A:

Q: Q6.Differentiate w.r.t'x 1-logr

A: we have to derivative

Q: Express in terms of logarithms of x, y, z, or w.

A: Given :            loga y5 w2x4 z3  To express loga y5 w2x4 z3 in terms of logarithms of x, y, z…

Q: Which of the following functions grow faster than ex as x→ ∞?Which grow at the same rate as ex?…

A:

Q: se-2 log table (printed in

A:

Q: Suppose f(x)=3•27x , find a constant b such that the graph of log b f has slope 1. b=?

A: Given

Q: 2. Why is it not necessary to know the value of "a" to determine the value of loga(-1)?

A: Given logarithm, loga(-1)

Q: -3 7) log4 x = 2

A:

Q: Express -log x+5log y as a single logarithm. (A) log -+5y ® log(Vry³) log(V+ y*) (D) log 2

A:

Q: Find the function of the form y = log,(x) whose graph is given. y =

A: Given,           The graph of the fuction is shown below :

Q: Find the domain of the function. f(x) = log -6

A:

Q: y = a log, (x - h)+k a = 1 -10 h = 1 -10 b = 2 -10 k = 1 -10

A:

Q: Which of these are equivalent to log 1? yz?

A:

Q: how is  (a^loga(y))^c the same as y^c? (image)

A: Given that a statement  ac.loga(y)=alogayc=yc Prove the given statement.   The formula used are the…

Q: If logy =c- log,x, where y> 0 andx > 0, then y is equal to A. c-X В. 3 D. C.

A: To solve the given logarithm

Q: b- find x for following 1. logx = V2 2.ln(x + 1) = 5

A:

Q: Differentiate the function Y = logi5(x° +1)

A: Differentiation of logax is defined as dlogaxdx=1xloga Chain rule of differentiation states that…

Q: 2 log, (x) = 2

A: The given equation is: 2 log4(x) = 2

Q: Express in terms of logarithms of x, y, z, or w.

A: The given expression is logax3wy2z4

Q: 5) log, (x + 8) - log,

A: Solve the given equations  5.log3x2+8-log38=5

Q: 2 log , x + 12log, y

A:

Q: Find the function of the form y log,(x) whose graph is given.

A: Given that: Graph of f(x)

Q: log x, (x >

A:

Q: 4. S(x) = log,(-x)

A:

Q: (b) 8[log(2-j3)]e

A:

Q: How is loga x defined?

A: The logarithmic function y=logax is defined to be equivalent to the exponential equation x=ay. Here,…

Q: Expand the log by using the properties of log.

A: The given log function is,

Q: 9 log, x = 2 4

A:

Q: b- find x for following 1. logx = v2

A:

Q: Q5: Evalate: 1- Demain of + loga(x - x) 2- Ranga inx 3- Sol GOOD LUCK

A:

Q: loga (M/N ) = _________ - ____________ .

A: We know Division property of logarithm is, when we divide two values with same base, we subtract the…

Q: d -log(z) = dz (Z

A:

Q: 38. f(x) = log1 x 50

A: The given function fx=log15x. Substitute x=1,2,5 in fx=log15x:…

Q: Which grows faster In(x) or log (x)

A: ln(x) grows faster than log(x) Look for the graph using Desmos graphing calculator.

Q: question b

A:

Q: log, y

A:

Q: (b) Find the value of x: log ; x - log ; Vx = log 9- log ; 3

A: Basic concepts: remember these properties:

Q: 2 In x + 3 In y – In z

A:

Q: 7. Find y'. y = log, (9– x-x)

A:

Q: d -log(z) = dz z O O 2- 1

A: We need to differentiate the function log(z) with respect to z. Differentiation is the process of…

Q: 12. Determine the y-intercept of the function y=log, (x+81).

A:

Q: Use log, 3 z 0.5869 and log, 5 z 0.8598 to find an approximate value for V5 logb 9

A:

Q: Find for the following function: 3- y = log,(x - x) 4- y = In2

A: It is an important part of statistics . It is widely used .