IN a ∆ABC . AD is perpendicular to BCand AD^2=BD×CD. Prove that∆ABC is a right angled triangle
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in Triangle Adb and Triangle Adc AD perpedicular to BC
By proving similarity
angle ADC=angle ADB =90degree
angle ABC =angle ADC
By AA criteria
triangle CDA is similar ADB
CD/AD=AD/BD=DC/BA
AD
![ad ^{2} ad ^{2}](https://tex.z-dn.net/?f=ad+%5E%7B2%7D+)
By proving similarity
angle ADC=angle ADB =90degree
angle ABC =angle ADC
By AA criteria
triangle CDA is similar ADB
CD/AD=AD/BD=DC/BA
AD
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