In triangleABC , AB=AC and AD bisects angle A. Show that triangle ADB ~ triangle ADC
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6
In ∆ ABC,
AB = AC(Given)
Angle BAD = Angle CAD
AD = AD (Common)
Therefore, ∆ADB ~ ∆ADC
(By SAS)
AB = AC(Given)
Angle BAD = Angle CAD
AD = AD (Common)
Therefore, ∆ADB ~ ∆ADC
(By SAS)
Answered by
1
In ∆ ABC,
AB = AC
Angle BAD = Angle CAD
AD = AD
Therefore, ∆ADB ~ ∆ADC
AB = AC
Angle BAD = Angle CAD
AD = AD
Therefore, ∆ADB ~ ∆ADC
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