252: Small Angle Approximation
Home > A-Level Maths > Teaching Order Year 2 > 252: Small Angle Approximation
Introducing the Small Angle Approximations
Introducing the Small Angle Approximations
E2-01 Small-Angle Approximation: Geometrical Derivation
E2-01 Small-Angle Approximation: Geometrical Derivation
E2-03 Small-Angle Approximation: Approximate sin(π/12), cos(π/12) & tan(π/12)
E2-03 Small-Angle Approximation: Approximate sin(π/12), cos(π/12) & tan(π/12)
E2-04 Small-Angle Approximation: Approximate sin(10°), cos(10°) & tan(10°)
E2-04 Small-Angle Approximation: Approximate sin(10°), cos(10°) & tan(10°)
E2-05 Small-Angle Approximation: Percentage Error Investigation
E2-05 Small-Angle Approximation: Percentage Error Investigation
Expressions
Expressions
E2-06 Small-Angle Approximation: Trig Functions as Polynomials
E2-06 Small-Angle Approximation: Trig Functions as Polynomials
Differentiate sin(x) & cos(x) from First Principles
Differentiate sin(x) & cos(x) from First Principles
G1-16 Differentiation: Differentiate sin(x) from First Principles
G1-16 Differentiation: Differentiate sin(x) from First Principles
G1-17 Differentiation: Differentiate cos(x) from First Principles
G1-17 Differentiation: Differentiate cos(x) from First Principles
G1-18 Differentiation: Differentiate sin(x) from First Principles using Limits
G1-18 Differentiation: Differentiate sin(x) from First Principles using Limits
G1-19 Differentiation: Differentiate cos(x) from First Principles using Limits
G1-19 Differentiation: Differentiate cos(x) from First Principles using Limits