Question

HELP!

Answer 1

Do you have a calculator or do you use the online ones?

Answer 2

@dopegyal_

Answer 3

I use online ones. ;/

Answer 4

Go to this Google one: https://www.google.com/#q=2%2B3%3D

Answer 5

How would I apply this in the calculator?

Answer 6

Punch the tab to get out of RADs. It will toggle to DEG for degrees.

Punch Cos and then enter the 0 for the 0 degrees. Close the back parenthesis, and hit the equals tab.

Answer 7

You should have gotten 1.

Go through and complete the chart and then maybe upload it.

Answer 8

I got a result of 1. Do I just do the same for the rest? (:

Answer 9

Yes.

Answer 10

Okay, I will. One moment.

Answer 11

For the second one, I got 0.86602540378. How would I write that in the graph? ... @Directrix

Answer 12

Whoops. I meant the table. How would I write that in the table.

Answer 13

The instructions state to give the answer to the nearest thousandth.

>>How would I write that in the table. --> I really don't know what you are asking.

Answer 14

Would I just put 0.86 under 30?

Answer 15

To the nearest thousandth, it would be .866.

And, that goes underneath cos(30 degrees) because that is approx cosine of 30 degrees.

The chart is stating that cos(30 deg) = .866 approx when you enter that data.

Answer 16

cos(60 deg) = ?

Answer 17

I'm doing the whole table one minute. I'm on the second table already.

Answer 18

.5 ?

Answer 19

On the top row, the 300 and the 330 are not correct.

Answer 20

On the bottom row, -300 and -330 are not correct.

Answer 21

.5 , .866 ?

Answer 22

Here's a graphic I calculated

Answer 23

Thanks (; !

Answer 24

u r welcome

Answer 25

Here are mines:o

Answer 26

@dopegyal_ If you look, you'll see some patterns.

Answer 27

Since there's a pattern on the table, there should be one when I graph it as well right?

Answer 28

Yes, but not linear.

Answer 29

Over and out on this one, I think.

Answer 30

Here's another graphic you may find helpful.