Recall question 3a from Tutorial 3 (Countable vs. Uncountable), where our proof had a problem when pPa = 0, in that f() = (Pa, qa) EN× N. which of the la following redefinitions of fwould fix this problem? a) f(?a ) = (pa – 1, qa) b) F(2) = (2pas qa) la c) f(?a) = (Pa + 1, qa) d) none of the above

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Recall question 3a from Tutorial 3 (Countable vs. Uncountable), where our proof had
Pa
a problem when pa = 0, in that f() = (Pa, qa) ¢ N× N. Which of the
la
following redefinitions of fwould fix this problem?
'f() = (Pa – 1, qa)
O b f() = (2pa, qa)
la
Oaf) = (Pa + 1, qu)
la
d) none of the above
Transcribed Image Text:Recall question 3a from Tutorial 3 (Countable vs. Uncountable), where our proof had Pa a problem when pa = 0, in that f() = (Pa, qa) ¢ N× N. Which of the la following redefinitions of fwould fix this problem? 'f() = (Pa – 1, qa) O b f() = (2pa, qa) la Oaf) = (Pa + 1, qu) la d) none of the above
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