Attached screen shot - I'm not sure how to get the answer but I know it is B. MC 6. Let f(r) = log10(x) and g(x) = Vr – 3. The domain D of the function(A) D = {r|x > 0}(B) D = {x | x > 3}(C) D = {x | 0 <¤ < 3}f og is:(D) D = {x |x > 10}(E) D = {x | 3< x < 10}

Answered: MC 6. Let f(r) = log10(x) and g(x) = Vr…

MC 6. Let f(r) = log10(x) and g(x) = Vr – 3. The domain D of the function (A) D = {r|x > 0} (B) D = {x | x > 3} (C) D = {x | 0 <¤ < 3} f og is: (D) D = {x |x > 10} (E) D = {x | 3< x < 10}

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.4: Logarithmic Functions

Problem 48E

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Question

Attached screen shot - I'm not sure how to get the answer but I know it is B.

MC 6. Let f(r) = log10(x) and g(x) = Vr – 3. The domain D of the function
(A) D = {r|x > 0}
(B) D = {x | x > 3}
(C) D = {x | 0 <¤ < 3}
f og is:
(D) D = {x |x > 10}
(E) D = {x | 3< x < 10}

Expert Solution

Step 1

Given,

Step 2

To find the domain of the composite function f o g (x).

First of all, we have to find the composite function f o g (x).

Step by step

Solved in 4 steps with 3 images

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