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Which Projectile Spends More Time In The Air, The One Fired From 30∘ Or The One Fired From 60∘?

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Which Projectile Spends More Time In The Air, The One Fired From 30∘ Or The One Fired From 60∘?. Web this is because the projectile fired from 60° has a greater vertical velocity compared to the one fired from 30° and therefore spends more time on air. Web which projectile spends more time in the air, the one fired from 30∘ or the one fired from 60∘?

Future War Stories January 2016
Future War Stories January 2016 from futurewarstories.blogspot.com

The one fired from 30∘ the one fired from 60∘ they both spend the same. A) projected at 60° time in air = 2(vsin(60°)/a) = 1.732v/a b) projected at 30° time in air = 2(vsin(30°)/a) = v/a c) abs(1.732v/a) > abs(v/a) a > 0, v > 0 the one. Web which projectile spends more time in the air, the one fired from 30∘ or the one fired from 60∘?

Web Which Projectile Spends More Time In The Air, The One Fired From 30∘ Or The One Fired From 60∘?


Web part a which projectile spends more time in the air, the one fired from 30∘ or the one fired from 60∘? The one fired from 30∘ the one fired from 60∘ they both spend the same. Which projectile spends more time in the.

Web Projectile Motion Is The Motion Of An Object Thrown Or Projected Into The Air, Subject To Only The Acceleration Of Gravity.the Object Is Called A Projectile, And Its Path Is Called Its.


The one fired from 30∘ or the one fired from 60∘? Web answer (1 of 2): Web which projectile spends more time in the air, the one fired from 30∘ or the one fired from 60∘?

Web This Is Because The Projectile Fired From 60° Has A Greater Vertical Velocity Compared To The One Fired From 30° And Therefore Spends More Time On Air.


A) projected at 60° time in air = 2(vsin(60°)/a) = 1.732v/a b) projected at 30° time in air = 2(vsin(30°)/a) = v/a c) abs(1.732v/a) > abs(v/a) a > 0, v > 0 the one. Use the following kinematic equation in vertical direction to find the. Web here, is the initial velocity, v is the velocity at maximum height and is the angle of projection.

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