Simplify cos[a+π/3].?

I can't seem to figure this out. Could someone answer and explain it to me? The more information, the better. Thanks!

Comments

  • That's really about as simplified as it gets, but we can write it in a different form.

    Recall that cos(x + y) = cos(x)cos(y) - sin(x)sin(y).

    cos(a + π/3)

    = cos(a)cos(π/3) - sin(a)sin(π/3)

    = cos(a)/2 - sin(a)(√3)/2

    = (cos(a) - sin(a)√3)/2.

    I can't wait to be level 2 so I can give these people negative votes.

  • I am not so good at maths secondly, I didn't get it,whether that "a" is alpha or a variable... but, I think, you should first divide 'π' by 3. i.e. 3.14/3 so the equation will be like: cos[a+1.046]. Then first divide cos with 'a' and then multiply cos with '1.046' and add both, in this way take out the value..

  • I did the problem w/a scientific calculator. I got 1/2 or 0.5. The website below is where I got it from. Hope it helps.

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