log,(3x - 1) = log,(10x-9) Domain Example: x<-3; 3

Q: 11. Can the value of log, (-4) be found? What about the value of log, 0? Why or why not? What does…

A: Can the value of log2-4 be found? "No" Because we cannot able to get the value of  2x=-4 for all…

Q: log 4- log(x-6)= -1

A: We have to solve x

Q: log(-x) +log(2 – x) = log( 3)

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

Q: log2x + log₂ (x-3) = 2

A: Solving for x

Q: log (x-4) log (x-4) = 1 4 | -6, 6

A:

Q: log2(x-3)=3

A:

Q: 7x +2+3x° log x +3x + 2x° log x + 2x'+ 6x 3

A: This is a problem of algorithm, complexity, function and run time.

Q: = log3x + log(5x²-3x) - log3x², express x in terms of y.

A: Topic:- algebra

Q: log2(7x+2)=2, then x=

A: Given:- log2(7x+2)=2,  To find:- Value x

Q: 3x = 76x-5 d. log2(x+30) + log2x = 6 e. 2x^2 = 162x-3

A:

Q: log2 (3x – 1) = 3 log,(x + 32) – log.(x - 3) = 2

A:

Q: log(x^2+2x-8)=2+log(x+4)

A: Given equation is log(x2+2x-8)=2+log(x+4)

Q: log(x-9)=1-logx

A: Consider the given logarithmic equation.Use the rules of logarithm and simplify the equation as…

Q: Log(2x+1)-logx=2

A: Given equation is: log(2x+1)-logx = 2

Q: log3(1– x) 2 log3 (x + 16 – x²)

A: Given inequality for the logarithm function can be solved by general formula of the logarithms.…

Q: 2log(x)-log2(x-3)=2

A: Given: -

Q: log(x +1)+log(x −1) = log3

A:

Q: log3 = X-1 3 √3-2x

A:

Q: x-1= log, /3 Domain Example: x=3; x=5 Solution Example: x=3; x=5

A: We have to find

Q: log [x (x - 4)] = log 12 %3D O x = -6; x = 2 O x = 6; x = -2 = -6; x = -2 O x = 6; x = 2

A:

Q: Log (3x-5)-109 (4x+1\ = Log x+6)-L09x+2 8, 8,

A:

Q: Combine into a single logarithm.

A: The three logarithmic properties to be used are: a) clogba=logbac b) logba-logbd=logba/d c)…

Q: Solve the equation.

A: Given equation: logx+3=1-logx-2 Solve the above equation, we get logx+3+log(x-2)=1

Q: log (x² - 9) = log (5x +

A:

Q: logž = -2

A: We know the log rule if logbc=k then c=bk

Q: logarithmic form of x^3

A: Given y=x3

Q: log, (x + 1) = 2 + log, (3x – 2)

A: We have to solve the equation: log4x+1=2+log43x-2 We know the properties of logarithm,…

Q: Log8(x-2)+log8(x)=1

A: The given expression of the logarithmic equation is: log8(x-2)+log8(x)=1 Use properties of…

Q: log 8x + log® x-2 - log® x-3 = 2 log° (x-1) - log³ (2x - 1) = 5

A: Given that log88x+log8(x-2)-log8(x-3)=2 Using the following properties, log…

Q: Log (x +35) - Log x=4 2 2

A:

Q: log(3x-1)=log(4-x)

A: The given equation is log (3x–1) = log (4–x).

Q: log3(x-5)+log3(x+3)=2

A: our objective is to find the value of X.

Q: log (x+ 23) - log 3 = log (10x + 3)

A:

Q: 3. Solve for x: log, (x+6)- log,(x-2) = 2 4. Solve for x: log, (x-5)+log,(x+1) = 4

A:

Q: log; (x - 10) = 2 – log, a.

A:

Q: logix +log, (x- 12)=3

A:

Q: log(4+x)-log(x-3)=log4

A: Given equation is log(4+x)-log(x-3)=log4 By using the result log(m)-log(n)=logmn, we get…

Q: log 2(x - 5) = 3

A: we have to write the equation in its equivalent exponential form and then solve for x. log2(x-5)=3

Q: log3 (x) + log3 (x-2)=1

A:

Q: (1093x-21093x+5) The equation log3x-2 X exactly three real solutions at least one real solutions =…

A: Consider the given equation, xlog32x-92log3x+5=33 Let us assume that log3x=m,…

Q: 89+3 12 89+3 12 ) log( ) = log( log( log( ----- L-----

A: To solve the given expression

Q: log2(x2 + 2x) = 3

A:

Q: log2(x+2)+log2x=3

A:

Q: Log(x + 4) - log 2= log (5x+1)

A:

Q: log5(x+3) = 1- log5(x-1)

A:

Q: loga(4)-10ga(x-5)=log, 8

A:

Q: Log(x^2 +3) = log(x+6)

A:

Q: log, 5 z 0.699 and log, 2x 0.301. Use one or both of these values to evaluate loga 125.

A:

Q: 2 log (5x)-3=1

A: We have to solve the logarithmic equation, 2 log5x-3=1 We know properties of logarithmic, m…