C GRAPHS AND FUNCTIONS Inverse functions: Linear, discrete The one-to-one functions g and h are defined as follows. g={(-2, 3), (1, 2), (4, -2), (8, 6)} h(x) = frac{x-9}{11} Find the following. g^{-1}(-2) = oxed{} g^{-1}(oxed{}) = oxed{} h^{-1}(oxed{}) = oxed{} (h^{-1} circ h)(-1) = oxed{} Explanation Check www
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- To find \( g^{-1}(-2) \), we need to find the pair in \( g \) where the second element is \(-2\). - From the set \( g \), the pair \((4, -2)\) has \(-2\) as the second element. - Therefore, \( g^{-1}(-2) = 4 \). Show more…
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