Trigonometric Functions
Tripura Board · Class 11 · Mathematics
Summary of Trigonometric Functions for Tripura Board Class 11 Mathematics. Key concepts, important points, and chapter overview.
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Overview
Trigonometric Functions is a fundamental chapter in Class 11 Mathematics that extends our understanding of trigonometry from basic ratios in right triangles to functions defined for all real numbers. The word 'trigonometry' comes from Greek words meaning 'measuring the sides of a triangle'. This cha
Key Concepts
Angles can be measured in degrees
Angles can be measured in degrees and radians. One complete revolution equals 360° or 2π radians. The relationship is: π radians = 180°. Radian measur
Trigonometric functions are defined using
Trigonometric functions are defined using a unit circle (radius = 1) centered at origin. For any point P(a,b) on the circle with angle x, cos x = a an
The six functions
The six functions are: sin x, cos x, tan x = sin x/cos x, cot x = cos x/sin x, sec x = 1/cos x, cosec x = 1/sin x. Each has specific domain restrictio
Special angles that are multiples
Special angles that are multiples of π/2: 0, π/2, π, 3π/2, 2π. At these angles, trigonometric functions take simple values (0, 1, -1, or undefined). F
In Quadrant I
In Quadrant I: all functions positive. Quadrant II: only sin and cosec positive. Quadrant III: only tan and cot positive. Quadrant IV: only cos and se
Learning Objectives
- Understand the concept of angle measurement in degrees and radians
- Establish the relationship between degree and radian measures
- Define trigonometric functions using the unit circle approach
- Determine the domain and range of all six trigonometric functions
- Analyze the signs and behavior of trigonometric functions in different quadrants
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