Consider the angle a on a standard coordinate plane such that: sec(a) = tan(a) > 0 V33 Determine the exact value of the following expressions: sin(2a) = cos(2a) tan(2a)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 16E
Question
Consider the angle α on a standard coordinate plane such that: sec (α) = -7 / √ 33 tan (α) > 0 Determine the exact value of the following expressions: sin (2α) = ___ cos (2α) = ___ tan (2α) = ___
Consider the angle a on a standard coordinate plane such that:
sec(a) =
tan(a) > 0
V33
Determine the exact value of the following expressions:
sin(2a)
cos(2a) =
COS
tan(2a)
Enter each answer as a single fraction. Do NOT use decimal approximations.
00
Transcribed Image Text:Consider the angle a on a standard coordinate plane such that: sec(a) = tan(a) > 0 V33 Determine the exact value of the following expressions: sin(2a) cos(2a) = COS tan(2a) Enter each answer as a single fraction. Do NOT use decimal approximations. 00
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