Juestion If a e Z, then: SO (mod3) a² = None of the choices l1 (тod3) O This option This option (0 (тod3) a² = (1 (тod3) a? = 12 (тod3) (2 (тod3) O This option This option (2 (тоd3) a² = 13 (тod3) O This option
Juestion If a e Z, then: SO (mod3) a² = None of the choices l1 (тod3) O This option This option (0 (тod3) a² = (1 (тod3) a? = 12 (тod3) (2 (тod3) O This option This option (2 (тоd3) a² = 13 (тod3) O This option
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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congurence
Transcribed Image Text:Question *
If a e Z, then:
q? = {0 (mod3)
fO (mod3)
None of the choices
11 (тod3)
O This option
This option
(тоd3)
a² = {1 (mod3)
12 (тod3)
a² =
ГО (тоd3)
(2 (тod3)
This option
This option
(2 (тod3)
13 (тоd3)
a² =
O This option
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