The altitude through A of ΔABCmeets BC at D and the circumscribed circle at E. If D is (2, 3), E (5, 5),

The altitude through A of ΔABCmeets BC at D and the circumscribed circle at E. If D is (2, 3), E (5, 5), the ordinate of the orthocentre lies on the lines is y = 1, y = 2, y = 3,..........., y = 10 is

a. 2/5

b. 3/5

c. 4/5

d. 1/7

The altitude through A of ΔABCmeets BC at D and the circumscribed circle at E. If D is (2, 3), E (5, 5),

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