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Finding Ratio of Sides in Triangle When Angles Are Given

If the length...

Question

If the lengths of two sides of a triangle are 3 and 4 respectively, then which one of the following is true about the third side k?

3+4 <k

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3+4 >k

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3+4 =k

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3+4 <k or 3+4 =k

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Solution

The correct option is B
3+4 >k

Sum of two sides of a triangle is greater than the third side.

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Similar questions

2^i -^j +^k

^i - 3^j - 5^k

\sqrt{3}^i - 4^j - 4^k

4

3

A B = 3^i + 4^k

A C = 5^i - 2^j + 4^k

△ A B C

A

A B = - 3^i + 4^k

A C = 5^i - 2^j + 4^k

A B C

A

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