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2. Trigonometric Functions on Right Triangles

Trigonometric Functions on Right Triangles

2. Trigonometric Functions on Right Triangles

Trigonometric Functions on Right Triangles: Study with Video Lessons, Practice Problems & Examples

112PRACTICE PROBLEM

Plot the least positive measure of the given angle in standard position such that the given point is on the terminal side. Also, write the value of all trigonometric functions for the given angle. Perform rationalization wherever necessary.
(-3√2, √7)

ANSWERS OPTIONS

sin(θ) = (√7)/5, cos(θ) = -(3√2)/5 , tan(θ) = (√14)/6, cot(θ) = (3√14)/7, sec(θ) = (5√2)/6, csc(θ) = (5√7)/7

sin(θ) = (√7)/5, cos(θ) = -(3√2)/5 , tan(θ) = -(√14)/6, cot(θ) = -(3√14)/7, sec(θ) = -(5√2)/6, csc(θ) = (5√7)/7

sin(θ) = (√7)/5, cos(θ) = (3√2)/5 , tan(θ) = -(√14)/6, cot(θ) = -(3√14)/7, sec(θ) = -(5√2)/6, csc(θ) = (5√7)/7

sin(θ) = (√7)/5, cos(θ) = -(3√2)/5 , tan(θ) = (√14)/6, cot(θ) = (3√14)/7, sec(θ) = (5√2)/6, csc(θ) = (5√7)/7