# 3. The functionFx)(x-10)-f. g)()=What are two possible functions fand g?a. f(x) x, g (x)=-10b. f(x) %—Dх— 10, g (x) — х5с. f (x) —х*, g (х) %— (х — 10)5d. f(x)x5, g (x)= 10 5е. f(x) %— х*, g (x) —х-104. The graphs of the function f(x) = m\x + b1 and q(x) m2x +b2 are lines with slopes mi and m2 respectivelyWhat is the slope of the graph of f(q(x))?а.m2b. т, т, +в1т,+ т,с.d. mi т, 5. Suppose the graph off is given. Describe how the graph of the function can be obtained from the graph of f.y-f-x)Reflect the graph of y =f{x) about the x-axis and stretch vertically by a factor of 6b. Reflect the graph of y f(x) about the y-axis.Reflect the graph of y =f{x) about the x-axis.d. Reflect the graph of y =f{x) about the x-axis, and then shift upward 3 unitsReflect the graph of y f{x) about the y-axis and stretch vertically by a factor of 3.а.с.е.=

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3 views help_outlineImage Transcriptionclose3. The function Fx)(x-10)-f. g)() = What are two possible functions fand g? a. f(x) x, g (x)=-10 b. f(x) %—Dх— 10, g (x) — х5 с. f (x) —х*, g (х) %— (х — 10)5 d. f(x)x5, g (x)= 10 5 е. f(x) %— х*, g (x) —х-10 4. The graphs of the function f(x) = m\x + b1 and q(x) m2x +b2 are lines with slopes mi and m2 respectively What is the slope of the graph of f(q(x))? а. m2 b. т, т, +в1 т,+ т, с. d. mi т, fullscreen help_outlineImage Transcriptionclose5. Suppose the graph off is given. Describe how the graph of the function can be obtained from the graph of f. y-f-x) Reflect the graph of y =f{x) about the x-axis and stretch vertically by a factor of 6 b. Reflect the graph of y f(x) about the y-axis. Reflect the graph of y =f{x) about the x-axis. d. Reflect the graph of y =f{x) about the x-axis, and then shift upward 3 units Reflect the graph of y f{x) about the y-axis and stretch vertically by a factor of 3. а. с. е. = fullscreen
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Step 1 help_outlineImage TranscriptioncloseConsider the give function as F(x)(x-10)' =(f °g)(x) _ Note that, the composite function of fand g is defined as (f°g)(x)=f(g(x) O The given function F(x)= (x-10) is in composite form fullscreen

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