In triangle MNO, m<N=35 degree, n=12, and o=18. How many distinct triangles can be drawn with these measurements?"

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The hypotenuse is always the longest side in a right triangle, So In oblique triangle sinsin (A) = opposite/hypotenous, sinsin(A) ∈[-1,1].

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When Ambiguous case SSA results two solutions mean that two distinct triangles exist.

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In the ambiguous SSA case of law of sine, if supplementary angle fit in the triangle there exist two triangles.

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In triangle ABC, if the measure of angle A is obtuse and a >b, then there exist two triangles. 

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In triangle ABC, if the measure of angle A is acute and b>a>h  then there exist ______ triangles, here h= bsin(A).  

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In the ambiguous SSA case of law of sine, for existence of two solution the sum of given angle should be______.

 For an oblique triangle with side b=5, c=7 and angle B = 25 degrees, find supplementary angle of angle C that lie in triangle.

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In triangle ABC, if angle B is right angle and a ≥ b then there exist ____ triangles.

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In  triangle PQR, m<R=45 degrees, r=6, and p=8. For two solutions the measure of angle P=