he equation dy dx (r,0) econd derivative is r = 60, = f'(0) sin 0 + f(0) cos 0 f'(0) cos 0 -f(0) sin 0 dy dy'/de 2 dx² dx/d0 = I 0=2, 2π gives a formula for the derivative y' of a polar curve r = f(0). The Find the slope and concavity of the following curve at the given points.

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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The equation
dy
r = 60,
(re)
=
f'(0) sin 0 + f(0) cos 0
f'(0) cos 0 -f(0) sin 0
d²y
second derivative is =
dx
I
0=5,2
dy'/de
dx/d0
gives a formula for the derivative y' of a polar curve r = f(0). The
Find the slope and concavity of the following curve at the given points.
Transcribed Image Text:The equation dy r = 60, (re) = f'(0) sin 0 + f(0) cos 0 f'(0) cos 0 -f(0) sin 0 d²y second derivative is = dx I 0=5,2 dy'/de dx/d0 gives a formula for the derivative y' of a polar curve r = f(0). The Find the slope and concavity of the following curve at the given points.
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