B. Let ? represent an unknown input or output. Which of the following tables MIGHT BE ABLE TO be functions? 'MIGHT BE ABLE TO' means that table will represent a function for some selection(s) of the question mark(s) but will not represent a function for other choices. V(æ) S(2) z q(z) 103 z n(x) t(x) 62 152 103 71 60 103 71 62 152 62 152 62 60 60 ? 71 152 60 225 263 60 263 225 ? 225 263 225 60 227 352 60 352 227 ? 227 ? 227 60 374 ? 60 199 333 ? 333 199 333 60 374 183 60 183 374 ? 374 183 374 60 398 398 60 398 398 ? 398 398 398 60 L(x) 2 r(x) ? 103 62 152 ? 103 71 ? 71 263 263 227 333 352 ? 352 199 ? 199 374 183 183 398 398 398
B. Let ? represent an unknown input or output. Which of the following tables MIGHT BE ABLE TO be functions? 'MIGHT BE ABLE TO' means that table will represent a function for some selection(s) of the question mark(s) but will not represent a function for other choices. V(æ) S(2) z q(z) 103 z n(x) t(x) 62 152 103 71 60 103 71 62 152 62 152 62 60 60 ? 71 152 60 225 263 60 263 225 ? 225 263 225 60 227 352 60 352 227 ? 227 ? 227 60 374 ? 60 199 333 ? 333 199 333 60 374 183 60 183 374 ? 374 183 374 60 398 398 60 398 398 ? 398 398 398 60 L(x) 2 r(x) ? 103 62 152 ? 103 71 ? 71 263 263 227 333 352 ? 352 199 ? 199 374 183 183 398 398 398
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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