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Question

The sum of the lengths of sides is always than/to the third side is a condition to construct a triangle.

A
two
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B
lesser
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C
greater
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D
any two
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E
equal
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Solution

The correct options are
C greater
D any two
The sum of the lengths of any two sides is always greater than the third side is the condition to construct a triangle.

It is not the sum of the lengths of two sides greater than third side because every combination of sides must satisfy the condition. So, it is any two but not two.

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