Question

If h(x) = { (0Ė-9) , (5Ė2) , (8Ė-3) , (10Ė11) ), which set of ordered pairs represents

the inverse of h(x)?
A. { (0Ė9) , (-5Ė-2) , (-8Ė3) , (-10Ė-11) }
B. { (0Ė-9) , (5Ė2) , (8Ė-3) , (10Ė11) }
OC. { (9Ė0) , (-2Ė-5) , (3Ė-8) , (-11Ė-10) }
D. { (-9Ė0) , (2Ė5) , (-3Ė8) , (11Ė10) }

Answer 1

To find the inverse of a function, switch the x and y values. The inverse of h(x) is C. {(9, 0), (-2, -5), (3, -8), (-10, -11)}

Step-by-step explanation:

The inverse of a function can be found by switching the x-values with the y-values of the original function. In this case, the given function is h(x) = {(0, -9), (5, -2), (8, -3), (10, -11)}. To find the inverse, we need to switch the x and y values: {(0, -9), (-2, 5), (-3, 8), (-11, 10)}. Therefore, the correct set of ordered pairs representing the inverse of h(x) is C. {(9, 0), (-2, -5), (3, -8), (-10, -11)}.

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