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Let mand be the lengths of the sides of a triangle LMN.
Then decide which of the following triangles are not right
angle

By Gabriella

Let mand be the lengths of the sides of a triangle LMN.
Then decide which of the following triangles are not right
angled triangles. When anyofMand LNM may be
a Right angle l=1.5 m=2 and n=2.5​

About the author
Gabriella

Two crossroads, each of width 10 m, cut at right angles through the center of a rectangular park of length 600 m and breadth 400 m

3x toxy try
2x²_axcytsya
socha uscyt qyz
2
2. Subtract the sum of 3m +40 and 4n $ -2p
anten and in 8 -2p

1 thought on “Let mand be the lengths of the sides of a triangle LMN.<br />Then decide which of the following triangles are not right<br />angle”

  1. Step-by-step explanation:

    l = 1.5

    m= 2

    n= 2.5

    as we know that hypotenuse is the longest side of a right angles triangle

    n = 2.5 is the hypotenuse

    we also know that the angle opposite of the hypotenuse is right angle

    so N is the right angle and L and M are not

    Reply

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