Question

Solve the triangle. A = 33°, a = 19, b = 14

Answer 1

B = 23.7°, C = 143.3°, c ≈ 23.3

B = 23.7°, C = 123.3°, c ≈ 17.5

Cannot be solved

B = 23.7°, C = 123.3°, c ≈ 29.2

Answer 2

what's the question.

Answer 3

can you post a picture?

Answer 4

theres no picture to post ?

Answer 5

you have to solve the triangle

Answer 6

I mean use law of sines.

Answer 7

okay for the measure for all the angles inside is 180

Answer 8

i know that B=23.7 and C=123.3 idk what c=

Answer 9

yeah.

Answer 10

Use law of sines then.

sin(angle)/side = sin(angle)/side

This helps you find the angle or side.

Answer 11

what do i plug in

Answer 12

ohh wait. just draw the triangle and we will see what law can we use to find that side

Answer 13

how do i draw it lol im new to this

Answer 14

where you type theres a box in there that says draw

Answer 15

Okay I got the answer. Just draw it out first.

Answer 16

use sine formula

Answer 17

You only need law of sines on this.

Answer 18

can you help me set it up ?

Answer 19

law of sines is

sin(a)/side a = sin(b)/sin b

Answer 20

Usually when you set this up, you want to use your givens.

Since you are sure of the angle and side of A/a, use that as one side.

Answer 21

sin33/19 = sin123.3/side C

Answer 22

Solve it.

Answer 23

Oops, I made a mistake on the equation.

sine(angle a)/side A = sine(angle b)/side B