Question

Which of the following Triangle cases cannot be solved, using either the law of cosines or law of sines

A)saa
B)sas
C)sss
D)aaa

Answer 1

The answer is D. You cannot use aaa

Answer 2

(D) AAA

Explanation:

Law of cosines: Law of cosines are mostly used in those cases which includes two sides and one included angle.

Thus, SAS and SSS triangle cases can be solved by the Law of cosines.

Law of sines: Law of sines can be used in those cases which includes one side and an angle opposite to that angle.

Thus, SAA triangle case can be solve by the law of sines.

Only AAA is the only triangle case which can neither be solved by Law of cosines nor by Law of sines.

Thus, Option D is correct.