Question

draw the graph of: y=sin0{0≤0≤720}

Answer 1

Dammit...
Let me make it abit more... clear:
If you mean something like
\[
y=sin(\theta ^\circ) \quad \quad \{ 0^\circ≤ \theta ≤720^\circ \}
\]
Then since 720 / 180 = 4 we can say:
\[
y=sin(x) \quad \quad \{ 0≤x≤4 \pi \}
\]

To get this in radians.. and now it looks like this:

http://www.wolframalpha.com/input/?i=sin%28x%29%2C+0%3Cx%3C4pi
The function of sinus, but with domain of \(0\) to \(4π\)

Answer 2

what is the ampliturde and period?

Answer 3

Well, you just limited the domain.. this has same period and amplitude of sin(x).
So the pick amplitude is 1 to -1. pick to pick amplitude is 2.. and the period is \(2 \pi \)

Answer 4

so is it 2pi sin 2?

Answer 5

function: \( y = sin(x) \)
amplitude: 1 to -1
pick to pick amplitude: |1| + |-1| = 2
period \(2 \pi \)
Not sure what you meant.

Answer 6

If they are asking for a single value of peak amplitude they probably wanna hear 1 (not -1). peak to peak amplitude is still 2 though.

Answer 7

http://en.wikipedia.org/wiki/Amplitude
Look at the picture there, useful.

Answer 8

what i mean is: