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Are you familiar with the unit circle?

no

Then find the inverse sine of 0 and and 360 to that answer repeatedly until you have 5 values.

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how?

With your calculator

I don't know how though

inverse sin 0 enter

i put sin 0 enter and the answer was 0 how do i get 5 values?

trying to learn from an oonline classs

|dw:1375670932781:dw|

Have you ever seen that before?

yeah

Do you see that the y value is 0 at 0 degrees and 180 degrees?

yes

sorta.. so it would be 0,180,540?

ohh ok thank you! i have the same question exept its cosine value

Same thing except the cosine is like x.

So where is the cosine 0 on the unit circle?

um im not sure

Look at the picture I drew. For what angles is the x value 0?

|dw:1375671563924:dw|

How many degrees is that?

90?

Yes.

And what is the next angle where the x value is 0?

so it would be 90 180...?

|dw:1375671659091:dw|

270?

yes. so the x value is 0 at 90, 270, 450, 630...

thank you soo much i just have one more

Or at -90, -270, -450...

same but tangent function

Do you know the definition of tangent?

umm no

tangent is equal to sin over cos
Have you ever heard that?

i think ive heard it

\[\tan x=\frac{ \sin x}{\cos x}\]

ok so then wht

Are you trying to answer this question: Give 5 angles who tangent is 0?

the question is name five x values for which the tangent function equals to 0

Could you answer this question: Name five x values for which the sine function equals to 0?

yeah we already did that one

yeah i read it but i don't understand

so my answer would be exactly the same as the sine one?

Let's make sure you understand this.

What is the sin of 180 degrees?

What is the cosine of 180 degrees?

\[\tan 180^{o}=\frac{\sin 180^{o}}{\cos 180^{o}}=\frac{0}{-1}=0\]

I guess you've gone. Good luck.

yeah i get it thank you soo much!!!!

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