in a triangle ad is median and perpendicular to bc . prove that ab = ac
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Answer:
Ab= ac
Step-by-step explanation:
median ad divide the bc in two equal parts and two triangle will be congurent and by CPCT AB = AC
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in a triangle ABC
ad is perpendicular bisector on BC
let's take triangle ABD AND ACD
AD = AD (common )
<ADB = <ADC (90°)
BD = DC ( given )
triangle ABD concurrent to triangle ACD
AB=AC ( by CPCT)
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