Question
Asked Oct 20, 2019
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if the graph f passes through point (1,-5) the graph g(x)=f(x+6) much pass through which of the following points?

A. (-5.-5)

B. (1,-10)

C. (7,-5)

D. (1,0)

Date z0
74 If the graph of f passes th rough the point (1,-5), then
the graph g(x) = f(x + 6) must pass through which
of the following points?
OA (-5,-5)
AC
оB (1,-10)
0
ос (7,-5)
OC
OD (1,0)
C
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Date z0 74 If the graph of f passes th rough the point (1,-5), then the graph g(x) = f(x + 6) must pass through which of the following points? OA (-5,-5) AC оB (1,-10) 0 ос (7,-5) OC OD (1,0) C

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Expert Answer

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Step 1

Since the graph f passes through point (1,-5), so we have

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f(1)-5

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Step 2

Now, we set x+6=1 and find the value of x

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x 6 1 x -5

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Step 3

Now we find g(-5) by replacing x by...

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g(-5) f(-5+6)=f(1)=-5

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