because the measure of two sides of a triangle and the angle opposite one of them are given, we have the ambiguous case. determine the number of triangles that satisfy the given set of conditions and solve each triangle. express the results to the number of significant digits justified by the given information.

a= 40.2 , b=52.4 , alpha= 41.5 degree

help pleaseeeeeee thanks a mucho!

Question

because the measure of two sides of a triangle and the angle opposite one of them are given, we have the ambiguous case. determine the number of triangles that satisfy the given set of conditions and solve each triangle. express the results to the number of significant digits justified by the given information.

a= 40.2 , b=52.4 , alpha= 41.5 degree

help pleaseeeeeee thanks a mucho!

raden · Answer

first, use the rule's sine to get angle betha ...

anonymous · Answer

after getting betha?whats next? thankyou @RadEn ^^

raden · Answer

to get the rest angle, use propety "the sum all angles in triangle is 180"

anonymous · Answer

Hint: the restriction sinθ ≤ 1

anonymous · Answer

guys @RadEn  n @Chlorophyll thankyou guys
:))

raden · Answer

there are 2 possibles angle betha there :)