Question

Check my answer? Don't give me an answer. help me through it.

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Answer 1

Your choice is not correct.

Answer 2

hmm i thought so.

Answer 3

Does \(\dfrac{1}{0}\) define?

Answer 4

knock knock, I am guiding you. The question definitely relate to your problem. If you don't answer, I take it as you don't trust my guidance. Hence there is no reason for me to be here.

Answer 5

Sorry, my mom called me. Ok, no 1/0 isnt defined.

Answer 6

so, if \(sin \theta =0\) does your expression \(csc \theta =\dfrac{1}{sin\theta} \) define or not?

Answer 7

No, of course not....

Answer 8

then, when \(sin \theta =0\)?

Answer 9

see it?

Answer 10

Yea..

Answer 11

when sin is 0 cos is -1 and tan is 0

Answer 12

0 is good, but in your options, there is no 0 there. Hence, get rid off 0. Consider pi?