dx 1+ax log 1-ax Evaluate x1-x

Q: f(x)=log9(x^2+7x−8) Our function has x-intercept(s) at

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Q: f(x) = 5* g(x) = log5 (²²= 4) Find (fog)(x) and obtain its domain. h(x): - 6 <- x 2x-5

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Q: Show that : log (1+ x) 1+x? dx = log 2 8

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Q: The function f(x)= log; (x) never yields negative values. O True O False

A: Given, The function fx=log5x We have to find whether it is negative or positive.

Q: 5. Find f'(x) given f(x) = 6 log, x + 4* – 8e*

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Q: 2: Evaluate : |x log(1+x) dx

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Q: = (5+ cx*)** y=(5+6x*) (tan(7x)° 312 hint log.differentiat use %3D

A: logab=bloga ddxtan2ax=a sec2 ax

Q: Find the domain of y = log(2 – lx). The domain is:

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Q: y = v4x + 3 log2(x² + 2)

A: Given query is to find the derivative of the expression.

Q: 2 log10 (x + 1) x+1 dx x log10-

A: To evaluate the integral with limits, first, evaluate the integral without the limit values. Then…

Q: Sketch the graph of f

A: Given function is: fx=logx+10

Q: Find the domain of y = log(3 + 1æ). The domain is:

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Q: log10y+3log102=5 express y in terms of x

A: Consider the expression  log10y+3log102=5

Q: Differentiate with respect to x:* y = log, (x) :() 2+ In x - In x Option 2 Option 3 2 - In x 1+ In x…

A: As per guidelines we can answer only one question at a time so if you need more answers kindly…

Q: Find and simplify whenever possible. dx y = log10(x² + 1)² ||

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Q: Differentiate the function. f(x) = log13(xe*) %3D

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Q: Find the domain of y = log(2 – 4x). The domain is:

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Q: Find the domain of y = log(8 – 6z). The domain is:

A: we know that log a is defined when a&gt;0

Q: 4. f (x) = log2 x and g(x) = vx – 4. What is the domain of f( g(x))and g(f(x))?

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Q: 59. Is x 0 in the domain of the function f(x) log(x)= If so, what is the value of the function when…

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Q: f(x) − log2(1 - 3x)

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Q: Simplify the expression log(2x – 2) – log(x² – 1). State the restrictions on x. - -

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Q: O f (x) = – log(x – 2) - -

A: Given: The functions, f(x) =12x - 2f(x) = log2 ( x +2)f(x) = - log ( x -2)f(x) = ln x + 2 f(x) =…

Q: Find the domain of y = log(4 + læ). The domain is:

A: Domain of a function f(x) is the set of value of x for which f(x) is defined. For example, y= log(t)…

Q: Solve the equation exactly for x. log (6x + 31) · log(25x²) = 0 Enter your answers in increasing…

A: Since you have asked multiple questions in a single request, we will be answering only the 1st…

Q: What is h′(x) when h(x)=log 7 (8x+4 / x 6 7 x)?

A: Consider the function

Q: f(x)=9^(x)log5(x) f'(x)=?

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Q: log3 (x + 1) = log, (x + 8) x =?

A: The graph is shown of below:

Q: COS T #12. If x and y are real numbers, what is the domain of the function defined by y log v 2x2 -…

A: Solution

Q: (а) е" =D1 %3D (b) log(x – 3) + log(x - 6) =

A: Given that: (a)ex2-9=1(b)log(x-3)+log(x-6)=1

Q: f(x) = log (x + 2) + 4

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Q: Given 2 log3(x + y) = 2 + log3x + log3 y, show that x² + y² = 7xy.

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Q: 2. log(3+j7)[ln(7+j3)]

A: Given - log3 + j7ln7 + j3 To find - Evaluate the given expression and write in rectangular form.

Q: 2. Compute for the value of x in a given logarithmic inequalities loga(x+1) > log:(x2). a. x > ½ b.…

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Q: Find the domain of y = log(1 – 6x). The domain is:

A: Please refer the attached image for complete solution. THANK YOU.

Q: FInd the Domain of these functions. f(x) = log7 (4x + 8) f(x) = ln(4x − 20)

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Q: If f(x) = log2x then which function below has been vertically stretched, %3D shifted right 2, and…

A: Answer: C)2f(x+2)-1

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

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

Q: Find the derivate of f(x) = log2(3x – 3x²)

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Q: log2(3x−8)=12   Give your answer for xx in exact form.   Do not use a decimal approximation for xx.

A: Assuming the given equation is:

Q: f 3(2x-5) dx а. - log7 × dx b. S log, x

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Q: f (x) = log25 x +2 then f(x) =

A: In this Question, we have to find  the inverse of a function

Q: f (x) = ex ln(5x) - ex^3 +2 + log(e2x^2), find f '(3)

A: The given expression is f(x)=exln(5x)-ex3+2+log(e2x2).

Q: Find the domain of y = log(6 +5x). The domain is:

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Q: Find the domain of y = log(3 – 2x). %3D The domain is: r E

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Q: f(x) = 3x + log(9x − 8), find f(2). f(2) = ?

A: Given a function f(x) , need to find f(2).

Q: dx x log10X

A: Let's find.

Q: Eхample 33. x" log x dx .

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