If p and q are inverse functions and p(−3)=−1, what is q(−1)? 0 −3 −4 cannot be determined −1
If z and p are inverse functions and z(−3)=4, what is p(5) ? 5 −3 2 4 cannot be determined
If the two functions are inverses, which of the following statements correctly verifies this? f(x)=210x+7 and g(x)=102x+7 Select all that apply. g(f(x))=g(102x+7)=210(102x+7)+7=x The functions f and g are not inverses. f(g(x))=f(102x+7)=210(102x+7)+7=x f(g(x))=f(210x+7)=102(210x+7)+7=x g(f(x))=g(210x+7)=102(210x+7)+7=x The graphs of f and g are reflections over the liney =x.
If p and q are inverse functions and p(−3)=−1, what is q(−1)? 0 −3 −4 cannot be determined −1 If z and p are inverse fun
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If p and q are inverse functions and p(−3)=−1, what is q(−1)? 0 −3 −4 cannot be determined −1 If z and p are inverse fun
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