SOLUTION: Given that SinA = 3/5 and CosB = 5/13 where A and B are both in quadrant 1. Find Sin(A+B), Cos(A+B), and Tan(A+B). I think I have it, just need to verify.

Algebra.Com
Question 1073681: Given that SinA = 3/5 and CosB = 5/13 where A and B are both in quadrant 1. Find Sin(A+B), Cos(A+B), and Tan(A+B). I think I have it, just need to verify.
Answer by ikleyn(52866)   (Show Source): You can put this solution on YOUR website!
.
Since you need to verify only, I will be short.


sin(A + B) =  =  = 


cos(A + B) =  =  = 


tan(A + B) = .

If you want more details, see the lessons
    - Calculating trigonometric functions of angles
    - Advanced problems on calculating trigonometric functions of angles
in this site.

Also, you have this free of charge online textbook in ALGEBRA-II in this site
    - ALGEBRA-II - YOUR ONLINE TEXTBOOK.

The referred lessons are the part of this online textbook under the topic "Trigonometry: Solved problems".


---------------
Comment from student: I did have it correct! Thank you so much!
---------------

My response: I am glad to hear it !

I am glad for myself too !!



RELATED QUESTIONS

Given sinA:4/5, cosB=5/13 both A and B in quadrant I, find... (answered by lwsshak3)
Hello I need help with given sinA= 4/5 cosB= 5/13 both A and B in quadrant I, find... (answered by mananth)
Given that sin A= -4/5 where A is in quadrant 3 and sin B= 12/13 where B is in quadrant... (answered by lwsshak3)
Find cos(A+B) given angle A is in quadrant 1, angle B is in quadrant 2, and sinA=5/13 and (answered by lwsshak3)
Given sinA=6/7 and cosB=-1/6, where Ais in quadrant II and B is in quadrant III, find... (answered by ikleyn)
Given sinA = 4/5 and cosB = -12/13 and (where 90 (answered by Alan3354)
If sinA=2/3 and CosB=3/5 and . Find Sin(A+B), Cos(A+B), tan(A+B), Where A, B and A+B... (answered by stanbon)
let sinA= 3/5 with A in Q2 and sinB= -5/13 with b in quadrant 3. find sin(A+B), cos(a+b), (answered by ikleyn)
let sinA= 3/5 with A in Q1 and sinB= -5/13 with b in quadrant 3. find sin(A+B), cos(a+b), (answered by Solver92311)