3.A particle is projected at an angle of 600 and a velocity of 70 m/s and taking gravity as 10 m/s². 2 √3 60⁰ I a) Find the equation for the particle for horizontal displacement, b) Find the equation for the particle for vertical displacement, c) Find the time taken to reach the ground. d) Find the horizontal distance that the particle travels.

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ISBN:9781305952300
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Chapter1: Units, Trigonometry. And Vectors
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3.A particle is projected at an angle of 600 and a velocity of 70 m/s and taking gravity as 10 m/s².
2
√√3
60⁰
I
■
a) Find the equation for the particle for horizontal displacement,
b) Find the equation for the particle for vertical displacement,
c) Find the time taken to reach the ground.
d) Find the horizontal distance that the particle
travels.
Transcribed Image Text:3.A particle is projected at an angle of 600 and a velocity of 70 m/s and taking gravity as 10 m/s². 2 √√3 60⁰ I ■ a) Find the equation for the particle for horizontal displacement, b) Find the equation for the particle for vertical displacement, c) Find the time taken to reach the ground. d) Find the horizontal distance that the particle travels.
■ e) Compute the maximum height of the particle.
■ f) Find the equation of the trajectory.
■g) Find the height of the particle when the horizontal distance is 70 m.
▪ h. Find the horizontal distance when the height of the particle is 100 m.
Transcribed Image Text:■ e) Compute the maximum height of the particle. ■ f) Find the equation of the trajectory. ■g) Find the height of the particle when the horizontal distance is 70 m. ▪ h. Find the horizontal distance when the height of the particle is 100 m.
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