The minimum and maximum velocities of an oblique projectile are 10 metre per second and 20 metre per second respectively the maximum height is
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Answer:
Max height = 15 m
Explanation:
Maximum Velocity of oblique projectile is 20 m/s
Velocity is Max at throwing or at back at ground
=> Initial Velocity = 20 m/s
Minimum Velocity = 10 m/s at Max height when Vertical Velocity becomes 0
=> Horizontal Velocity = 10 m/s
20 Cosα = 10
=> α = 60°
Angle of Projection = 60°
So vertical velocity at initial = 20Sin60 = 10√3
Using V² - U² = 2aS
V = 0 at max height U = 10√3
a = - g = -10
S = max height
=> 0² - (10√3)² = 2(-10)S
=> S = 300/20
=> S = 15
Max height = 15 m
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