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10) if lim (f(u) exists, then lim f(u) exists ů) True (i) False Jb) Suppose IP'm f(1) = M-0 then lim (f(x) = g(~)) = @ M18 (1) Tive (1) False co and suppose limg(u) = 0, 1) If f is continuous at 5 and f(5) = 7 and the value of lim & (4m²+1) is ] f(1) = -5, then 21

10) if lim (f(u) exists, then lim f(u) exists ů) True (i) False Jb) Suppose IP'm f(1) = M-0 then lim (f(x) = g(~)) = @ M18 (1) Tive (1) False co and suppose limg(u) = 0, 1) If f is continuous at 5 and f(5) = 7 and the value of lim & (4m²+1) is ] f(1) = -5, then 21

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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10) If Iim JP(~) exists, then ۱۸ ů True (ii) False Jb) Suppose I'm f(u) = I'm f(1) = then lim (f (~) = g(n)) = 0 (1) True (1) False lim f(u) exists V12 co and suppose lim g(u) = 0, 2-30 1) If f is continuous at 5 and f(5) = 7 and f(1) = -5, then the value of I'm of (4m² + 1) is ] 2 21
Transcribed Image Text:10) If Iim JP(~) exists, then ۱۸ ů True (ii) False Jb) Suppose I'm f(u) = I'm f(1) = then lim (f (~) = g(n)) = 0 (1) True (1) False lim f(u) exists V12 co and suppose lim g(u) = 0, 2-30 1) If f is continuous at 5 and f(5) = 7 and f(1) = -5, then the value of I'm of (4m² + 1) is ] 2 21
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