Ask Experts Questions for FREE Help !
Ask
    maicropolis's Avatar
    maicropolis Posts: 1, Reputation: 1
    New Member
     
    #1

    Jan 16, 2013, 06:56 AM
    Proving trigonometric identities
    sin^(3) t + cos^(3) t + sin t cos^(2) t +sin^(2) t cos t = sin t + cos t
    ebaines's Avatar
    ebaines Posts: 12,131, Reputation: 1307
    Expert
     
    #2

    Jan 16, 2013, 09:22 AM
    Hint: replace the sin^2(t) term with 1-cos^2(t), and the cos^2t term with 1-sin^2t, and see how things cancel out.

Not your question? Ask your question View similar questions

 

Question Tools Search this Question
Search this Question:

Advanced Search

Add your answer here.


Check out some similar questions!

Verify (cos(x) sin(x))/(cos(x)-sin(x)) - (cos(x)-sin(x)/(cos(x) sin(x)) = 2tan(2x) [ 1 Answers ]

I can't verify this identity! I'm so stuck. Please help and show full work. Thanks! I'll try to make it look like it does in my book... cos(x) sin(x) - cos(x) - sin(x) = 2tan(2x) cos(x) - sin(x) cos(x) sin(x)

Verify identity (sin^3(x) cos^3(x)) /sin(x) cos(x) [ 4 Answers ]

= (csc^2(x) - cot(x) - 2cos^2(x))/1 - cot^2(x)

Verify identity (sin^3(x) +cos^3(x)) /sin(x)+cos(x) = 1-sin(x)cos(x) [ 2 Answers ]

I needd helppp. I can't verify this identity! Pleasee help and show full work. Thanks :)

[(sin x cos x)/ (csc x sec x)] = (sin x cos x) [ 1 Answers ]

I need help verifying this problem algebraically: (sin x + cos X)/(csc x + sec x) = sin x cos x


View more questions Search