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Question 6 Write an expression, of the type $A \log(x + B)$ or $A \log(-(x + B))$, for the transformed logarithmic function shown below: $f(x) =$ Hint: Use the vertical asymptote to find B. To solve for A, use a point on the graph and substitute the coordinates into: $y = A \log(x + B)$ or $y = A \log(-(x + B))$, as appropriate.

          Question 6
Write an expression, of the type $A \log(x + B)$ or $A \log(-(x + B))$, for the transformed logarithmic function shown below:
$f(x) =$
Hint: Use the vertical asymptote to find B. To solve for A, use a point on the graph and substitute the coordinates into: $y = A \log(x + B)$ or $y = A \log(-(x + B))$, as appropriate.

Question 6
Write an expression, of the type A log(x + B) or A log(-(x + B)), for the transformed logarithmic function shown below:
f(x) =
Hint: Use the vertical asymptote to find B. To solve for A, use a point on the graph and substitute the coordinates into: y = A log(x + B) or y = A log(-(x + B)), as appropriate.

Added by Rebecca M.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert Teresa Fuston

05/24/2022

Step 1

This means that B = -2. Show more…

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Question 6 Write an expression of the type A log(x)B or A log(-x)B, for the transformed logarithmic function shown below: Hint: Use the vertical asymptote to find B. To solve for A, use a point on the graph and substitute the Submit Question Jump to Answer