If sin A = 13, AeQII and cos B=-, BEQIII, then find the following, using exact answers (fractions), unless otherwise stated. sinB = COSA= sin(A+B)=

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 21E
Question
If sin A = 123, AEQII and cos B = BeQIII, then find the following, using
exact answers (fractions), unless otherwise stated.
sinB=
COSA=
sin(A+B)=
cos(A+B)=
tan(A+B)=
In which quadrant does (A+B) terminate in?
sin2A=
cos2A=
8
17
tan2A=
A
*Enter 1, 2, 3, or 4*
Transcribed Image Text:If sin A = 123, AEQII and cos B = BeQIII, then find the following, using exact answers (fractions), unless otherwise stated. sinB= COSA= sin(A+B)= cos(A+B)= tan(A+B)= In which quadrant does (A+B) terminate in? sin2A= cos2A= 8 17 tan2A= A *Enter 1, 2, 3, or 4*
tan(A+B)=
In which quadrant does (A+B) terminate in?
sin2A=
cos2A=
tan2A=
sinB/2=
cosB/2=
tanB=
*Round to nearest hundredth*
*Round to nearest hundredth*
*Enter 1, 2, 3, or 4*
N
Transcribed Image Text:tan(A+B)= In which quadrant does (A+B) terminate in? sin2A= cos2A= tan2A= sinB/2= cosB/2= tanB= *Round to nearest hundredth* *Round to nearest hundredth* *Enter 1, 2, 3, or 4* N
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Follow-up Question
tan2A=
sinB/2=
cosB/2=
tanB/2=
Go
Answer 1:
*Round to nearest hundredth*
*Round to nearest hundredth*
Transcribed Image Text:tan2A= sinB/2= cosB/2= tanB/2= Go Answer 1: *Round to nearest hundredth* *Round to nearest hundredth*
Solution
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Follow-up Question
tan(A+B)=
In which quadrant does (A+B) terminate in?
sin2A=
cos2A=
tan2A=
sinB/2=
cosB/2=
tanB=
*Round to nearest hundredth*
*Round to nearest hundredth*
*Enter 1, 2, 3, or 4*
N
Transcribed Image Text:tan(A+B)= In which quadrant does (A+B) terminate in? sin2A= cos2A= tan2A= sinB/2= cosB/2= tanB= *Round to nearest hundredth* *Round to nearest hundredth* *Enter 1, 2, 3, or 4* N
Solution
Bartleby Expert
SEE SOLUTION
Follow-up Question
tan(A+B)=
In which quadrant does (A+B) terminate in?
sin2A=
cos2A=
tan2A=
sinB/2=
cosB/2=
tanB=
*Round to nearest hundredth*
*Round to nearest hundredth*
*Enter 1, 2, 3, or 4*
N
Transcribed Image Text:tan(A+B)= In which quadrant does (A+B) terminate in? sin2A= cos2A= tan2A= sinB/2= cosB/2= tanB= *Round to nearest hundredth* *Round to nearest hundredth* *Enter 1, 2, 3, or 4* N
Solution
Bartleby Expert
SEE SOLUTION
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