dy dx 1=40 The equation (0) and concavity of the following curve at the given points 1'(0) sin 0+ (0) cos (0) cos 0-10)

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dy dx 1=40 The equation (0) and concavity of the following curve at the given points 1'(0) sin 0+ (0) cos (0) cos 0-10)

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Dy Dx 1 40 The Equation 0 And Concavity Of The Following Curve At The Given Points 1 0 Sin 0 0 Cos 0 Cos 0 10 1
Dy Dx 1 40 The Equation 0 And Concavity Of The Following Curve At The Given Points 1 0 Sin 0 0 Cos 0 Cos 0 10 1 (13.13 KiB) Viewed 31 times
dy dx 1=40 The equation (0) and concavity of the following curve at the given points 1'(0) sin 0+ (0) cos (0) cos 0-10) sin 0 gives a formula for the derivative y' of a polar curver=f(0). The second derivative is dx 3x 0=* 2 $0 d'y dy' /d0 E dx/de At0x the slope of the curve is (Type an exact answer) Find the slope
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