Matching: Match the correct term to its description below. D. inverse E. restriction F.parent function A....

 

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Matching: Match the correct term to its description below. D. inverse E. restriction F.parent function A. transformation B. translation C. reflection G. domain H. range I. vertical line test 11. Describe the transformations, in order, that take f(x) = -to g(x) = terminology. (/10) 1. It is found by interchanging the x-coordinate and the y-coordinate. 2. A transformation where the graph is moved horizontally or vertically but the shape is not changed. 3. The set of second coordinates of the ordered pairs in a relation. 4. The values a variable cannot equal for the expression to remain true. 5. A change made to a relation such that the graph of the relation is shifted or changed. 6. A method of determining whether a relation is a function. 7. A relation in which each value of the independent variable corresponds to exactly one value of the dependent variable. 8. When a function is flipped (mirrored) over one or both axes. 9. The initial function that is then transformed using a, k, c and d. 10. The set of first coordinates of the ordered pairs in a relation. 3 -2(x-4) J. function +1. Use correct (/5) Matching: Match the correct term to its description below. D. inverse E. restriction F.parent function A. transformation B. translation C. reflection G. domain H. range I. vertical line test 11. Describe the transformations, in order, that take f(x) = -to g(x) = terminology. (/10) 1. It is found by interchanging the x-coordinate and the y-coordinate. 2. A transformation where the graph is moved horizontally or vertically but the shape is not changed. 3. The set of second coordinates of the ordered pairs in a relation. 4. The values a variable cannot equal for the expression to remain true. 5. A change made to a relation such that the graph of the relation is shifted or changed. 6. A method of determining whether a relation is a function. 7. A relation in which each value of the independent variable corresponds to exactly one value of the dependent variable. 8. When a function is flipped (mirrored) over one or both axes. 9. The initial function that is then transformed using a, k, c and d. 10. The set of first coordinates of the ordered pairs in a relation. 3 -2(x-4) J. function +1. Use correct (/5)