Question

Which expression completes the equation
(pics attached)

Answer 1

a (pic)
b (pic)
c cos θ
d (pic)

Answer 2

what happens when you factor out a cos from the numerator?

Answer 3

1 + sin 0

Answer 4

okay, so i think its B the second pic

Answer 5

...

Answer 6

? what

Answer 7

how in the world did the cos end up in the denominator,.....

Answer 8

beucause dont you divide?

Answer 9

@completeidiot

Answer 10

when you factor out the cosine, the cosine still remains on the top....

then you can just cancel out 1-sin/ 1-sin

Answer 11

oh okay, so
1+csc/csc 0

Answer 12

no....

Answer 13

if you're just gonna guess, there's no point in me helping

Answer 14

im not guessin

Answer 15

*OOOHHH IT'S BURRNNING*

Answer 16

@completeidiot Why don't you show her how to do these types of problems ? maybe she has NO clue ?

Answer 17

Allow me to take the liberty of typing up the expression here for you...
\[\Large \frac{\cos\theta + \sin\theta\cos\theta}{1+\sin\theta}\]

^.^

Answer 18

You can see that in the numerator, we can factor out the \(\large \cos\theta\) like so...
\[\Large \frac{(\cos\theta)(1+\sin\theta)}{1+\sin\theta}\]

can you now see where this is going?

Answer 19

i think so yeah

Answer 20

so its A