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In ∆ABC,|AB|=10cm and|AC|=18cm.M is the midpoint of BC and the bisector of angle A meets side BC at N.If |MN|=2cm , calculate |BC|​

In ∆ABC,|AB|=10cm and|AC|=18cm.M is the midpoint of BC and the bisector of angle A meets side BC at N.If |MN|=2cm , calculate |BC|​
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In ∆ABC,|AB|=10cm and|AC|=18cm.M is the midpoint of BC and the bisector of angle A meets side BC at N.If |MN|=2cm , calculate |BC|​

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User Lawanda
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Explanation:

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In ∆ABC,|AB|=10cm and|AC|=18cm.M is the midpoint of BC and the bisector of angle A-example-1
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User Chelly
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