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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Transcribed Image Text: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 (x)
S(x)
t(x)
q(x)
n(x)
62
103
60
103
62
62
103
62
60
152
71
60
71
152
152
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(æ)
r(æ)
62
103
103
152
71
71
263
263
227
352
352
333
199
199
374
183
?
183
398
398
398
8
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