Question
Asked Jun 17, 2019
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Use the graph of f and g to find the following:

f(-2)+g(-1)

f(g(-3))

f(2)+g(0)

g(f(0))

-5
y = flx
-2-11.
345
y= glx)
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-5 y = flx -2-11. 345 y= glx)

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Step 1

Find the values of f(-2)+g(-1), f(g(-3)), f(2)+g(0), and g(f(0)).

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The value of f-2)+g(-1) is obtained as follows. From given graph, the value of f(-2) 0 and g(-1)-3. f(-2)+g()0+-3 =-3 Thus, the value of f(-2) + g(-1)=-3. Find the value off(g(-3)) From graph, the value of g(-3)=-1 and f(-1)1 [8(-3)=-1] ) f(8(-3) f(-) f(g(3)) is 1 Thus, the value of

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Step 2

Find the values of f(2)+g(0) and g(...

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From given graph, the value of f (2)= 4 and g (0)=-4 f(2)+g(0) 44 Thus, the value of f (2)+ g(0) is 0. Find the value of g(f(0)). From graph, the value of f(0)=2 and g(2) =-6 g(f(0))-g(2) f(0) =2] (2)6] =-6 Thus, the value of g (f(0)) is -6

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