KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Parametric Equations, Polar Coordinates & Vector-valued function Chapter: Calculating Velocity, Speed & Acceleration along a curve Reference: – Tangent lines, Slope of curves, Velocity Function from a position function, Average speed & Acceleration over an interval, Relative motion & Velocity, Analyzing motion with parametric equations, Projectile […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Parametric Equations, Polar Coordinates & Vector-Valued Function Chapter: Position of Particles Moving in plane Reference: – Position vectors, Velocity vectors, Acceleration vectors, Scalar & Vector functions, Tangent vector, Tangent lines, Normal vector, Normal lines, Curvature & Arc length of a curve, Projectile Motion & Relative motion, […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Parametric Equations, Polar Coordinates & Vector-valued function Chapter: Accumulation of Change over an Interval Reference: – Riemann sums, Definite integrals, Fundamental theorem, Antiderivatives, Area under a curve, Accumulation functions, Average value of functions, Mean value theorem for Integrals, Properties & Estimation, Trapezoidal rule, Simpson’s Rule, Application […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Parametric Equations, Polar Coordinates & Vector-Valued Function Chapter: Derivatives of Parametric & Vector-valued Functions Reference: – Parametric equations, Parametric curves, Tangent lines, Normal lines, Arc length, Curvature, Acceleration, Tangent Vectors, Normal Vectors, Binormal vectors, Unit Tangent, Planar curves, Polar coordinates, Applications & Properties After studying […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Area between Curves & Different Methods Reference: – Behaviour of a function, Different types of Asymptotes, Continuity of a function, Piecewise functions, Existence of Root Methods, Infinite & Asymptote limits, Bisection methods, Oblique Functions, Vertical Asymptotes, Exponential functions, Logarithmic limits, Squeeze theorem, […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Modeling Particle Motion & Accumulation Problems Reference: – Motion Particle, Differentiability & Continuity, Increasing & Decreasing functions, Curve sketching, Analysis of a function, Optimization problems, First & Second Derivative test, Related rates, Local extrema, Implicit differentiation & Applications. After studying this chapter, […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Value of Function by Definite Integral Reference: – Differentiability & Continuity, Increasing & Decreasing functions, Curve sketching, Analysis of a function, Optimization problems, First & Second Derivative test, Related rates, Local extrema, Implicit differentiation & Applications. After studying this chapter, you […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Area between Curves & Different Methods Reference: – Behaviour of a function, Different types of Asymptotes, Continuity of a function, Piecewise functions, Existence of Root Methods, Infinite & Asymptote limits, Bisection methods, Oblique Functions, Vertical Asymptotes, Exponential functions, Logarithmic limits, Squeeze theorem, […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Modeling Particle Motion & Accumulation Problems Reference: – Motion Particle, Differentiability & Continuity, Increasing & Decreasing functions, Curve sketching, Analysis of a function, Optimization problems, First & Second Derivative test, Related rates, Local extrema, Implicit differentiation & Applications. After studying this chapter, […]
KAPDEC® | Elite STEM Learning Platform | https://kapdec.com Unit: Application of Integrations Chapter: Value of Function by Definite Integral Reference: – Differentiability & Continuity, Increasing & Decreasing functions, Curve sketching, Analysis of a function, Optimization problems, First & Second Derivative test, Related rates, Local extrema, Implicit differentiation & Applications. After studying this chapter, you […]