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Relations and Functions
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Inverse Trigonometric Functions
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Matrices
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Determinants
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Continuity and Differentiability
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Application of Derivatives
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Integrals
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Differential Equations
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Probability
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Vectors
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Three - Dimensional Geometry
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Application of Integrals
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Applications of Calculus in Commerce and Economics
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Linear Regression
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Linear Programming
Differentiation of Inverse Trigonometric and Parametric Functions
- The derivatives of the inverse trigonometric functions are actually algebraic functions.
- Inverse trigonometric functions are continuous functions and differentiable in their domain.
- Chain rule is used to find derivatives of these functions.
- If x and y are expressed in parametric form such that x = Φ (t), y = y (t)
then dy/dx = y’ (t)/ j’(t) using chain rule.
then dy/dx = y’ (t)/ j’(t) using chain rule.
Keywords: Inverse trigonometric functions, Parametric functions
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