Question

given a triangle with a = 19 degrees A=43 degrees and B=14 what is c?

Answer 1

a = 19 degrees
A=43 degrees
B=14
c=?
is the little a or the big A the angle?

Answer 2

A, big sorry

Answer 3

so like this then:
a=19
A=43 degrees
B=14
c=?

Answer 4

so is
a=19
A= 43 degrees
B = 14 degrees
c = ?

Answer 5

so first thing we want to do is find what Angle C is using the concept that the sum of the interior angles = 180 degrees

Answer 6

so angle c would equal 123

Answer 7

degrees

Answer 8

yep.
now use the 'law of sin' to figure out what the length of little c is

Answer 9

cool beans, so what do i do next? :O

Answer 10

law of sin
its this:
\[\frac{ c }{ Sin(C) } = \frac{ b }{ Sin(B) }=\frac{ a }{ Sin(A) }\]

Answer 11

pick either the b's or the a's, plug in the numbers then solve for c

Answer 12

okay, but can you show me so i can have the full idea, please? :)

Answer 13

\[\frac{ c }{ \sin(123) }=\frac{ 19 }{ \sin(43) }\]

Answer 14

the answer would be 27.45 am i right? :D

Answer 15

no im wrong nvm, keep going por favor? :D

Answer 16

mmm... do your math again. you can get it ^_^

Answer 17

omg i suck at this. okay so this is what i did

19
------ = 27.85
sin (43)

Answer 18

which makes no sense.