Suggested: (1+cos pi/8)(1+cos3pi/8)(1+cos5pi/8)(1+cos7pi/8) - (1+cos π/8)(1+cos3π/8)(1+cos5π/8)(1+cos7π/8) - (1+cosx)y'=sinx(sinx+sinx cosx-y) - (cosec-cot)2=1-cos/1+cos - find the radius of curvature of the curve r=a(1+cos theta) - 2a/r=1+cos(theta) pedal equation - tan-1(1)+cos-1(-1/2)+sin-1(-1/2) - area of cardioid r=a(1+cos(theta)) - xsinx/1+cos^2x integral - find the area of the cardioid r=a(1+cos(theta)) - sec+tan-1/tan-sec+1=cos/1-sin - 1-cosx - 1-cos x formula - 1-cosx/1+cosx integration - (1+cos Browse related:
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