In $△$ NUT, if NU =71 cm and UT = 92 cm. What is the length of side NT?

19 cm

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21 cm

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22 cm

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20 cm

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Solution

The correct option is C
22 cm

In any triangle, sum of any two sides must be greater than the third side. If NT is equal to either 19 cm, 20 cm or 21 cm , then this condition won't be fulfilled. Only if NT is equal to 22 cm, the required condition can be satisfied

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In △ NUT, if NU =71 cm and UT = 92 cm. What is the length of side NT?

The correct option is C 22 cm In any triangle, sum of any two sides must be greater than the third side. If NT is equal to either 19 cm, 20 cm or 21 cm , then this condition won't be fulfilled. Only if NT is equal to 22 cm, the required condition can be satisfied

In $△$ NUT, if NU =71 cm and UT = 92 cm. What is the length of side NT?

The correct option is C
22 cm

In any triangle, sum of any two sides must be greater than the third side. If NT is equal to either 19 cm, 20 cm or 21 cm , then this condition won't be fulfilled. Only if NT is equal to 22 cm, the required condition can be satisfied