Question

Please Help!? Evaluate the following:

Answer 1

yes ask

Answer 2

1. \[Sin^{-1} \frac{ 1 }{ 2 }\]

Answer 3

2. \[arccsc2\]

Answer 4

3. \[\sin(Tan^{-1}3)\]

Answer 5

4. \[\tan(Sin^{-1}(-\frac{ 5 }{ 13 }))\]

Answer 6

for 3rd the tan value is?

Answer 7

therefore for 3rd sin(71.56505118)
Hope it helped

Answer 8

How did you get that?

Answer 9

using value of tan into 3
on the basic of what i do know

Answer 10

Ok can you help with the others?

Answer 11

fisrt did you got the 3rd one

Answer 12

@B.Sanders YOU THERE

Answer 13

@B.Sanders

Answer 14

FOR THE 2ND ONE ITS
arccsc 2 has the same meaning as 1/ sin x = 2 sinx =1/2 just keep in mind arc csc and arc sin they have same range so we will not lose any answer if sinx =1/2 then arc sin (1/2) =? arc sin (1/2) = 30 degree or Pi/6

Answer 15

Yea I am here sorry.

Answer 16

Okay I got that. Had to read it a few times but it makes sense now!

Answer 17

SO YOU GOT ME

Answer 18

Yep, so could it also be 5pi/6?

Answer 19

WHY?

Answer 20

@B.Sanders

Answer 21

My teacher says there can be more then one answer.
These are the answers
A. \[\left\{ \pi/6, 5\pi/6 \right\}\]
B. \[\pi/3\]
C. \[\left\{ \pi/6\pm2\pi n, 5\pi/6\pm2\pi n \right\}\]
D. \[\left\{ \pi/3\pm2\pi n, 5\pi/3\pm2\pi n \right\}\]

Answer 22

ARE YOU IN A CLASS RIGHT NOW

Answer 23

No

Answer 24

yes your teacher is right too

Answer 25

Okay that is what I thought, so it would be A? Correct?

Answer 26

congrats its A

Answer 27

Okay, thanks now how would I do 1 and 4?

Answer 28

Sin^-1 is the same as arcSin right?

Answer 29

@B.Sanders Can you do it yourself

Answer 30

Yea I think I am getting it!

Answer 31

you sure

Answer 32

Yea.

Answer 33

solve and show me the first one

Answer 34

#1 I got 30 degrees?

Answer 35

k show me your working

Answer 36

I plugged it into my calculator.

Answer 37

then why did i waste my time explaining 2 sums to you