Question

State whether the given measurements determine zero, one, or two triangles.

A = 80°, a = 24, b = 50

Answer 1

Well since triangles have a total of 180 degress added up. And the degres only add up to 154, i'll say zero :D

Answer 2

those arent all degrees :P

Answer 3

If you are given two sides and the angle opposite one of them such as a , b , and angle A , then
If A <90 degrees then:
If a < bsinA, then no solution
If a =bsin A then 1 solution (right triangle
If bsinA <a<b, then two solutions
If a = b, one solution (isosceles triangle
If a>b one solution
If A>90 degrees then:
If a>b one solution
If a<= b no solution

Answer 4

okay so the first 4 are for if it is a right triangle?

Answer 5

oh,no, only if a =bsin A, then it will be a right triangle..
in your case the angle is 80 which is less than 90...
try solving for the which is bsinA, and compare the result to the value of a...