Math, asked by ryanmasavkar, 2 days ago

ABC is an equilateral triangle. Seg. AM and seg BN are altitudes of ABC, which intersect at point O. If A ( −6, 10 ) and O ( −4, 6 ) then find the length of altitude AM.

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Answered by atharvshiralkar05

Step-by-step explanation:

ABC is an equilateral triangle. Seg. AM and seg BN are altitudes of ABC, which intersect at point O. If A ( −6, 10 ) and O ( −4, 6 ) then find the length o

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ABC is an equilateral triangle. Seg. AM and seg BN are altitudes of ABC, which intersect at point O. If A ( −6, 10 ) and O ( −4, 6 ) then find the length of altitude AM.​

Answers

ABC is an equilateral triangle. Seg. AM and seg BN are altitudes of ABC, which intersect at point O. If A ( −6, 10 ) and O ( −4, 6 ) then find the length of altitude AM.