Let a,ßeR ,such that 2(a -1)+ 3(a – 1)+ 6a = 0 and 2(1-B)+ 3(1-B)² – 6B + 12 = 0 and a + B, also graph of y = f(x) is symmetric about point (1,0). If (f(x).dx = K(a +B),then value of K is equals to. %3D
Let a,ßeR ,such that 2(a -1)+ 3(a – 1)+ 6a = 0 and 2(1-B)+ 3(1-B)² – 6B + 12 = 0 and a + B, also graph of y = f(x) is symmetric about point (1,0). If (f(x).dx = K(a +B),then value of K is equals to. %3D
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:Let a,ßeR ,such that 2(a -1)+ 3(a – 1)+ 6a = 0 and 2(1-B)³+ 3(1–B)²- 6B + 12 = 0
and a + B, also graph of y= f(x) is symmetric about point (1,0). If
%3D
(f(x).dx = K(a +B),then value of K is equals to.
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