SOLUTION: ABC triangle with a=25m,b=41m,A=26 degrees, how many triangles formed
Algebra.Com
Question 334417: ABC triangle with a=25m,b=41m,A=26 degrees, how many triangles formed
Answer by nyc_function(2741) (Show Source): You can put this solution on YOUR website!
Use one of the variations of the law of sines namely:
a/sin(A) = b/sin(B)
25/sin(26) = 41/sin(B)
Solve the triangle for sin(B) to find out how many triangles are formed.
RELATED QUESTIONS
In triangle ABC, a=1, b=2, angle A=30 degrees. How many triangles exist?
(answered by Theo)
Law of sine using side side angle.
In triangle ABC A= 60 degrees, c= 28ft. How many... (answered by stanbon)
Law of sine
In triangle ABC A=60 degrees c= 28ft. How many triangles can be formed if... (answered by stanbon)
How many triangles can be formed if side a = 29 ft? In triangle ABC, A = 60°, and (answered by MathLover1)
How many triangles can be formed if side a = 17 ft? In triangle ABC, A = 60°, and (answered by math_helper,MathTherapy)
How many triangles can be formed if side a = 17 ft? In triangle ABC, ∠A = 60°, and... (answered by greenestamps)
How many triangles are formed in a triangle where a=6, b=12, and angle... (answered by stanbon)
given triangle ABC with a=10 A=13 degrees B=26 degrees what is the lenght of c?
thanks!
(answered by Nate)
Triangle ABC is given where m(angle)A=33 degrees, a=15 in., and the height, h, is 9 in.... (answered by Theo,Alan3354)