Prove sin and cos = 0

Hi all,

sin330cos150 - cos390sin390 = 0

Prove:

What am I to do with this? Do I convert ll to the one function or......mmmm got nothing.

Any help would be appreciated.

Quote:

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Originally Posted by Joel

Hi all,

sin330cos150 - cos390sin390 = 0

Prove:

What am I to do with this? Do I convert ll to the one function or......mmmm got nothing.

Any help would be appreciated.

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Remember that the trig functions are periodic.





The other two values are:





If you don't see why these are true, look here: Trigonometric functions - Wikipedia, the free encyclopedia

Scroll down and look at the unit circle next to the paragraph "Unit-circle definitions"

so it would now look like....

sin330cos150 - cos390sin390 = 0

(- ½)(-√3/2) - ( ½)(√3/2) = 0
√3/2 / 2 - √3/2 / 2 = 0 which is true


Is this how i should set it out ?

(Yes)(Yes)

Yup