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BC Calc - Unit 9
| Question | Answer |
|---|---|
| Parametric Arc Length Formula | ∫√ [ (dx/dt)^2 + (dy/dt)^2 ] dt *** evaluated from t1 to t2 |
| Polar Conversions: x=... | rcosθ |
| Polar Conversions: y=... | rsinθ |
| Parametric: d^2y/dx^2=... | [(d/dt)(dy/dx)] / (dx/dt) |
| Vector: Position Formula | r(t) = < x(t) , y(t) > |
| Vector: Velocity Formula | r'(t) = < x'(t) , y'(t) > |
| Vector: Acceleration Formula | r''(t) = < x''(t) , y''(t) > |
| Speed Formula | |v(t)| = √ (x'(t))^2 +(y'(t))^2 |
| Slope Of A Curve In Polar Form Formula | dy/dx = [f'(θ)sinθ + f(θ)cosθ] / [f'(θ)cosθ - f(θ)sinθ] |
| Distance Traveled Formula | ∫ √ (dx/dt)^2 + (dy/dt)^2 dt |