Y i x q x dx i x note

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Unformatted text preview: Tangent Line dx = 0 dt Horizontal Tangent Line dy = 0 dt Area β x = f (t ) A = ∫ g(t ) f '(t ) dt α y = g(t ) Arc Length β dx dy L = ∫ ( )2 + ( )2 dt α dt dt Surface Area L= ∫ β α 2π y ( dx 2 dy 2 ) + ( ) dt dt dt Cycloid x = r (θ − sin θ ) y = r (1 − cosθ ) 10.3- 10.4 Polar Translating to Cartesian x = r cosθ 2 r = x 2 + y2 y = r sin θ r = x 2 + y2 y...
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This note was uploaded on 09/20/2013 for the course MATH 111 taught by Professor Allali during the Spring '12 term at Chapman University .

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