Question

PLEASE HELP! GIVING MEDALS!!!

@Hamoody1996

Answer 1

what

Answer 2

The domain is any valid input or x value. So what values can be put into
\(\sin x\)?

Answer 3

False. @e.mccormick

Answer 4

Correct?

Answer 5

Know what the domain acually is for that one?

Answer 6

I have literally no idea what's it's asking for lol :/

Answer 7

Well, all functions have an input value, or domain. They also have an output or range. The sine, cosine, and tangent functions take in angles as inputs, right?

Answer 8

Yes

Answer 9

what

Answer 10

Please gamer.... You don't need to ask that question.. im trying to learn :/

Answer 11

So what this is asking are the angles you can input limited to between \(\pm 1\). Can you think of an angle greater than 1 or less than -1 that can be input?

Answer 12

what do you need help on

Answer 13

No :/

Answer 14

So true? :)

Answer 15

Is \(2\pi\) greater than 1?

Answer 16

Yep

Answer 17

can you help me please

Answer 18

Can I put \(2\pi\) into \(\sin x\)?

Answer 19

I don't know ;o

Answer 20

Know your unit circle?

Answer 21

No..

Answer 22

Ah. Hmm. Well, know how \(90^\circ = \dfrac{\pi}{2}\)? Because both of those are also greater than 1.

Answer 23

No. I don't know anything about this at all. This is for my brother..

Answer 24

Ah, well this is a good reference for answering questions like these:
https://www.coastal.edu/mathcenter/HelpPages/Handouts/trigraph.PDF

It shows the Domain and Range of the trig functions.