Solution of Triangles questions
453 published questions with worked solutions.
- In a ABC, if a=5 cm, b=4 cm and (A-B)= 31 32 , then C=Not in JEE syllabus
- In a ABC, if B=90^ , then the value of A 2 in terms of the sides isNot in JEE syllabus
- In triangle ABC, A=30^ , b=8, a=6. Then B= ^ -1 x, where x=Not in JEE syllabus
- In a triangle ABC, if a=2, B=60^ and C=75^ , then b=Not in JEE syllabus
- In a ABC, if A=30^ , b=2, c= 3+1, then C-B 2 =Not in JEE syllabus
- In a ABC, if c=2, A=120^ , a= 6, then C=Not in JEE syllabus
- The smallest angle of the triangle whose sides are 6+ 12 , 48 , 24 isNot in JEE syllabus
- If A=30^ , a=7, b=8 in ABC, then B hasNot in JEE syllabus
- If b=3, c=4 and B= /3, then the number of triangles that can be constructed isNot in JEE syllabus
- If the data given to construct a triangle ABC are a=5, b=7, A=3/4, then it is possible to constructNot in JEE syllabus
- In a triangle the angles are in AP and the lengths of the two larger sides are 10 and 9 respectively. Then the length of the...Not in JEE syllabus
- If a=2, b=3, c=5 in ABC, then C=Not in JEE syllabus
- If the sides of a triangle are 7 cm, 4 3 cm and 13 cm, then the smallest angle of the triangle isNot in JEE syllabus
- We are given b, c and B such that B is acute and b<c B. ThenNot in JEE syllabus
- In a ABC, b=2, C=60^ , c= 6. Then a=Not in JEE syllabus
- In a ABC, if a=2, b= 6, c= 3+1, then A=Not in JEE syllabus
- In the ambiguous case, given a, b and A, the difference between the two values of c isNot in JEE syllabus
- In a ABC, a=5, b=4 and (A-B)= 31 32 . Then side c isNot in JEE syllabus
- Let ABC and ABC' be two non-congruent triangles with sides AB=4, AC=AC'=2 2 and angle B=30^ . The absolute value of the...Not in JEE syllabus
- Consider a ABC and let a, b and c denote the lengths of the sides opposite to vertices A, B and C respectively. If a=6, b=10 and...Not in JEE syllabus
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