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4-2 Inverse Functions
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* Right Answer : D
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Graph and recognize inverses of relations and functions. Find inverses of functions.
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* You have seen the word inverse used in various ways. * The additive inverse of 3 is –3. * The multiplicative inverse matrix
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* Graph the relation and connect the points. Then graph the inverse. Identify the domain and range of each relation. x2569 y0158
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Domain:{x|2 ≤ x ≤ 9} Range :{y|0 ≤ x ≤ 8} Domain:{x|0 ≤ x ≤ 8} Range :{y|2 ≤ x ≤ 9}
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* Graph the relation and connect the points. Then graph the inverse. Identify the domain and range of each relation. x13456 y01235
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* Do problems 2 and 3 in your book page 245
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* When the relation is also a function, you can write the inverse of the function f(x) as f –1 (x). This notation does not indicate a reciprocal. * Functions that undo each other are inverse functions
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* To find the inverse function, use the inverse operation. In the example above, 6 is added to x in f(x), so 6 is subtracted to find f –1 (x).
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* Use inverse operations to write the inverse of * f(x) = x – 1/2 if possible.
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* Use inverse operations to write the inverse of f(x) = 3(x – 7).
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* Use inverse operations to write the inverse of * f(x) = x/3
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* Use inverse operations to write the inverse of f(x) = 5x – 7.
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* Do problems 4- 8 in your book page 245
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* Graph f(x) = – 1/2 x – 5. Then write the inverse and graph.
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* Graph f(x) = 2/3x + 2. Then write the inverse and graph.
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* Juan buys a CD online for 20% off the list price. He has to pay $2.50 for shipping. The total charge is $13.70. What is the list price of the CD?
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* Lets watch a video
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* Do problems 18-25 in your book page 245 and 246
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* Today we learned about inverse functions * Next class we are going to learn about logarithmic functions
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