5-5 solving right triangles
DESCRIPTION
5-5 Solving Right Triangles. Find Sin Ѳ = 0. Find Cos Ѳ = .7. Inverses of Trigonometric Functions. Arccosine relation – the inverse of y = cos x Arcsine relation – the inverse of y = sin x Arctangent relation – the inverse of y = tan x. y = sin x y = cos x y = tan x. - PowerPoint PPT PresentationTRANSCRIPT
5-5 Solving Right Triangles
Find Sin Ѳ = 0
Find Cos Ѳ = .7
Inverses of Trigonometric FunctionsArccosine relation – the inverse of y= cos xArcsine relation – the inverse of y= sin xArctangent relation – the inverse of y= tan x
y= sin x
y= cos x
y= tan x
Solve each equation using chart
• tan x = 1• 45°, 225°, or any angles coterminal with
these angles.• sin x = -1/2• 210°, 330°, or any angles coterminal with
these angles.
Solve each equation using graphing calculator
• tan x = 1• 45°, 225°, or any angles coterminal with
these angles.• sin x = -1/2• 210°, 330°, or any angles coterminal with
these angles.
Finding inverses using the graphing calculator
Evaluate each expression. Assume that all angles are in Quadrant 1.
Evaluate each expression. Assume that all angles are in Quadrant I
3/4
2/5
If f=17 and d=32, find E.
F
d e
E f D
If g=28 and h=21, find H.
H
f g
G h F
About 48.6⁰
Solve the triangles described, given the following triangle.
B
c a
A b C
• A = 33⁰, b=5.8 Find B Find a Find c
c=6.92
• a=23, c=45 • Find b• Find A• Find B
B
c a
A b C