For drawing a triangle LMN exactly same as triangle ABC, which of the following minimum conditions are required? (Given M = $90^{\circ}$ )

MN and LN

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LM, MN and LN

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LM, MN, LN and MLN

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LM, MN, LN, MLN and MNL

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Solution

The correct option is A
MN and LN

Exactly same triangles can be constructed using congruency conditions. In the above triangles, RHS congruency condition can be applied. Since, right angle is given, only one side and hypotenuse is required.

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Similar questions

For constructing $Δ$ LMN exactly identical to $Δ$ ABC, choose from the options, the measurements required.

△ L M N

M N = 7 c m

∠ L M N = 75^{\circ}

L M + L N = 9 c m .

Construct $△$ LMN in which base MN = 7 cm, $∠$ LMN = $75^{\circ}$ and LM + LN = 9 cm.

$△ L M N \sim$ $△ X Y Z$ . In $△ L M N, L M = 6 c m, M N = 6.8 c m, L N = 7.6 c m$ and $\frac{L M}{X Y} = \frac{4}{5}$ ; Construct $△ X Y Z$ .

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