Taylor S Theorem For Trigonometric Functions
Taylor’s theorem for TRIGONOMETRIC FUNCTIONS
graph TB
A[Taylor’s theorem for TRIGONOMETRIC FUNCTIONS]
A --> B[Sine Function]
A --> C[Cosine Function]
A --> D[Tangent Function]
B --> E[Taylor Series for Sine]
C --> F[Taylor Series for Cosine]
D --> G[Taylor Series for Tangent]
E --> H[Formula: sum(n=0 to ∞) ((-1)^n*x^(2n+1))/(2n+1)!]
F --> I[Formula: sum(n=0 to ∞) ((-1)^n*x^(2n))/(2n)!]
G --> J[Formula: sum(n=0 to ∞) ((-1)^n*2^(2n)*(2n)!*x^(2n+1))/((2n+1)!*(2n+1))]
