Passage III (Q. Nos. 30 to 32) If y = f(x) is a curve and if there exists two points A(x1, f(x1)) and B(x2, f(x2)) on it f(x2) – f(x;) such that f' (x1)=- f' (x2) then the tangent at x, is normal at x2 for X2 - X1 that curve. Now, answer the following questions 30. Number of such lines on the curve y = sin x is

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Passage III
(Q. Nos. 30 to 32)
If y = f(x) is a curve and if there exists two points A(x1, f(x, )) and B(x2, f(x2)) on it
f(x2) – f(x1)
%3D
1
such that f' (x) = -
then the tangent at x, is normal at x2 for
f' (x2)
X2 - X1
that curve. Now, answer the following questions
30. Number of such lines on the curve y = sin x is
Transcribed Image Text:Passage III (Q. Nos. 30 to 32) If y = f(x) is a curve and if there exists two points A(x1, f(x, )) and B(x2, f(x2)) on it f(x2) – f(x1) %3D 1 such that f' (x) = - then the tangent at x, is normal at x2 for f' (x2) X2 - X1 that curve. Now, answer the following questions 30. Number of such lines on the curve y = sin x is
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