when a particle is thrown vertically upwards its velocity at one third of its maximum height is 10 root 2 m/s .the maximum height attained by it??
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Answered by
248
v^2 - u^2 = 2aS
According to question
H/3 = [(10√2)^2 - u^2] / (-2g)
H/3 = (u^2 - 200) / (20)
20H/3 = u^2 - 200
u^2 = 20H/3 + 200 ……(1)
For maximum height v = 0
H = u^2 / (2g)
H = (20H/3 + 200) / (20) ……[∵ from (1)]
20H = 20H/3 + 200
40H/3 = 200
H = 1.5 m
According to question
H/3 = [(10√2)^2 - u^2] / (-2g)
H/3 = (u^2 - 200) / (20)
20H/3 = u^2 - 200
u^2 = 20H/3 + 200 ……(1)
For maximum height v = 0
H = u^2 / (2g)
H = (20H/3 + 200) / (20) ……[∵ from (1)]
20H = 20H/3 + 200
40H/3 = 200
H = 1.5 m
Answered by
25
Answer:
Explanation:
v^2 - u^2 = 2aS
According to question
H/3 = [(10√2)^2 - u^2] / (-2g)
H/3 = (u^2 - 200) / (20)
20H/3 = u^2 - 200
u^2 = 20H/3 + 200 ……(1)
For maximum height v = 0
H = u^2 / (2g)
H = (20H/3 + 200) / (20) ……[∵ from (1)]
20H = 20H/3 + 200
40H/3 = 200
H = 15m.
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