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6. A parking garage charges $3 for the first two hours that a car is parked in the garage. After that, the hourly fee is $2 per hour. Write a piece-wise function p(x) for the cost of parking a car in the garage for x hours. (The graph of p(x) is shown)

6. A parking garage charges $3 for the first two hours that a car is parked in the garage. After that, the hourly fee is $2 per hour. Write a piece-wise function p(x) for the cost of parking a car in the garage for x hours. (The graph of p(x) is shown)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Topic: Writing piece-wise defined functions 6. A parking garage charges $3 for the first two hours that a car is parked in the garage. After that, the hourly fee is $2 per hour. Write a piece-wise function p(x) for the cost of parking a car in the garage for x hours. (The graph of p(x) is shown.) 8. 10. #pex) P(x) # es Pex) = √3 0<x<2 (2x-1, x=2 13 630 115 T 2 B lgbt to= HT f(2)=4 f() = 3 9. 3 3 2 22 24 7. Lexie completed an 18 mile triathlon. She swam 1 mile in 1 hour, bicycled 12 miles in 1 hour, and then ran 5 miles in 1 hour. The graph of Lexie's distance versus time is shown. Write a piecewise function L(t) for the graph. -2 L(+) {12+ - 2 + D (20,4) osts! 1<+≤2 ++32<+<3 2 -11 6 #
Transcribed Image Text:Topic: Writing piece-wise defined functions 6. A parking garage charges $3 for the first two hours that a car is parked in the garage. After that, the hourly fee is $2 per hour. Write a piece-wise function p(x) for the cost of parking a car in the garage for x hours. (The graph of p(x) is shown.) 8. 10. #pex) P(x) # es Pex) = √3 0<x<2 (2x-1, x=2 13 630 115 T 2 B lgbt to= HT f(2)=4 f() = 3 9. 3 3 2 22 24 7. Lexie completed an 18 mile triathlon. She swam 1 mile in 1 hour, bicycled 12 miles in 1 hour, and then ran 5 miles in 1 hour. The graph of Lexie's distance versus time is shown. Write a piecewise function L(t) for the graph. -2 L(+) {12+ - 2 + D (20,4) osts! 1<+≤2 ++32<+<3 2 -11 6 #
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