ABC is a right angled triangle, right angled at B, AD &CE are two median drawn from A & C respectively. If AC =5cm, AD=3root5/2 cm then find the length of CE
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4(AD²+CE²) =5AC²
4(45/4 + CE²) =5*5*5
45+4*CE²=125
4CE²=125-45
CE²=80/4
CE²=20
CE=√20
4(AD²+CE²) =5AC²
4(45/4 + CE²) =5*5*5
45+4*CE²=125
4CE²=125-45
CE²=80/4
CE²=20
CE=√20
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