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1 vote
When I put √50 and √72 it says it is wrong for LM and MN. Does anyone know the correct answer?1

When I put √50 and √72 it says it is wrong for LM and MN. Does anyone know the correct-example-1
When I put √50 and √72 it says it is wrong for LM and MN. Does anyone know the correct-example-1
When I put √50 and √72 it says it is wrong for LM and MN. Does anyone know the correct-example-2
When I put √50 and √72 it says it is wrong for LM and MN. Does anyone know the correct-example-3

1 Answer

2 votes

Answer:

length of LM = √61

length of MN = √61

Explanation:

LM:


\sqrt{ {( - 4 - 2)}^(2) + {( - 3 - ( - 8))}^(2) }


\sqrt{ {( - 6)}^(2) + {5}^(2) } = √(61)

MN:


\sqrt{ {( 2 - 7)}^(2) + {( - 8 - ( - 2))}^(2) }


\sqrt{ {( - 5)}^(2) + {( - 6)}^(2) } = √(61)

User Lars Gendner
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