Question

Please Help!

Simplify the trigonometric expression

Answer 1

\[ \frac{ \sin ^{2} \theta }{ 1-\cos \theta }\]

Answer 2

Answers:

Answer 3

Write sin² Θ as 1 - cos² Θ then factor

Answer 4

I'm not sure how to

Answer 5

1 - cos² Θ is a difference of squares. Factoring it follows the pattern
a² - b² = (a + b)(a - b)
So a = 1 and b = cos Θ

Answer 6

alright

Answer 7

\[1-1 = (1+\cos \theta)(1-\cos \theta)\]

Answer 8

1 - cos² Θ = (1 + cos Θ)(1 - cos Θ)

Answer 9

ohhhhh ok I see now

Answer 10

ya I messed up on the b^2 oops...

Answer 11

so now what?

Answer 12

that's the numerator. Cancel what you can with the denominator and see what's left

Answer 13

oohhh is the answer \[1+\cos \theta \]

Answer 14

yes

Answer 15

so A?

Answer 16

yes

Answer 17

thank you