Prove the identity tan(g)- sec(q)–1 tan(q) sec(q)+1 1+sin(q) cos(4)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.3: Trigonometric Functions Of Real Numbers
Problem 25E
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Lexample
; C SCX-Cotx CoSy = SihX
CSCX-Cotx coSX
cot(x)co5(x)
=Reciprocal
Rule
SteP 2:
Cos (x)
.
Quotient
Rule
Step 3:
Rule
Step
-Al9ebra
Rule
(x)4is
PY the gorean
Rule
Step 5: Sin' (x)
......
Step 6
........
(X) u'S
TÜL
Transcribed Image Text:Lexample ; C SCX-Cotx CoSy = SihX CSCX-Cotx coSX cot(x)co5(x) =Reciprocal Rule SteP 2: Cos (x) . Quotient Rule Step 3: Rule Step -Al9ebra Rule (x)4is PY the gorean Rule Step 5: Sin' (x) ...... Step 6 ........ (X) u'S TÜL
Prove the identity
1+sin(q)
tan(q)- sec(g)-1
tan(g) sec(q)+1
cos(q)
hint: write everything as sines and cosines and then add fractions on the top and bottom
separately.
Show all steps. Justify or explain each step. Upload your written work to this problem.
Transcribed Image Text:Prove the identity 1+sin(q) tan(q)- sec(g)-1 tan(g) sec(q)+1 cos(q) hint: write everything as sines and cosines and then add fractions on the top and bottom separately. Show all steps. Justify or explain each step. Upload your written work to this problem.
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