Question

Find BC. Round to the nearest tenth.

Answer 1

A.

19.1
B.

20.8
C.

23.1
D.

23.3

Answer 2

Show your Working.

Answer 3

@goformit100 what?

Answer 4

He means if you have given a try to the problem then please show your work.

Answer 5

Yes that was what I was telling.

Answer 6

Oh, well i need help on solving this problem i think thats why i posted it

Answer 7

Okay so here is the hint:

Try using sine law of triangles

Answer 8

See, it states that:

\[\large{\cfrac{\sin A}{a} = \cfrac{\sin B}{b} = \cfrac{\sin C}{c}}\]

Answer 9

That was actually:
\[\large{\cfrac{\sin A}{a} = \cfrac{\sin B}{b} = \cfrac{\sin C}{c}}\]

Answer 10

A, B and C are angles at respective vertices and a,b,c are sides as represented in the figure.

Answer 11

I got 20.80

Answer 12

is that correct?

Answer 13

No try again.

Answer 14

See:

\[\large{\cfrac{\sin C}{c} = \cfrac{\sin B}{b}}\]

Answer 15

Here, C = 30 deg , c = 11, B = 79 deg, b = ?

Answer 16

@vishweshshrimali5 alright i got it thank you

Answer 17

np