In the given Figure, find the length BC
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Solution :-
In Right triangle ADB,
AB² = BD² + AD²
- (By Pythagoras theorem)
10² = 8² + BD²
100 - 64 = BD²
36 = BD²
BD = 6 cm
In Right triangle ADC
AC² = CD² + AD²
17² = CD² + AD²
289 - 64 = CD²
CD² = 225
CD = 15 cm
Therefore,
BC = BD + DC
↪6 cm + 15 cm = 21 cm
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