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1 Answer. **Range becomes four times**.Expert-verified answer

So when the initial velocity is doubled the range of projectile becomes **four times** as per the formula where as the angle of projectile remains un changed.Thus doubling the velocity will **quadraple the maximum height if the angle of projectile remains same**.

## What will be effect on horizontal range of its initial velocity is doubled keeping angle of projection same?

Expert-verified answer

So when the initial velocity is doubled the range of projectile becomes **four times** as per the formula where as the angle of projectile remains un changed.

## Is the initial velocity of a projectile be doubled keeping the angle of projection same the maximum height reached by it will be?

Thus doubling the velocity will **quadraple the maximum height if the angle of projectile remains same**.

### What will be the effect on horixontal range of a projectile when its initial velocity is doubled

### Images related to the topicWhat will be the effect on horixontal range of a projectile when its initial velocity is doubled

## How does the change in the initial horizontal velocity affect the range of the projectile?

The horizontal displacement of the projectile is called the range of the projectile and depends on the initial velocity of the object. **If an object is projected at the same initial speed, but two complementary angles of projection, the range of the projectile will be the same**.

## How would the horizontal range change if the muzzle velocity was doubled?

So, if initial velocity is doubled then **horizontal range will be quadruple**.

## When the initial velocity is doubled without changing the angle of projection?

If the initial velocity of a projectile be doubled, keeping the angle of projection same, **the maximum height reached by it will**. **[c] H=u2sin2θ2g∴H∝u2**. If initial velocity be doubled then maximum height reached by the projectile will quadrupled.

## Why does the range increase when the initial velocity increases?

**As the projectile attains more height than before, it takes more time to fall to the ground** ie the time of flight increases. As the time of flight increases, so does the range on two counts, increased …

## When velocity of a projectile is doubled its maximum range will be?

So new range (R’) = **4R**

Hence option 2 is correct. Stay updated with the Physics questions & answers with Testbook.

## See some more details on the topic What will be the effect on horizontal range of a projectile when its initial velocity is doubled keeping angle of projection same? here:

### If the initial velocity of a projectile be doubled. Keeping … – Byju’s

The correct option is B Be quadrupled. H=u2sin2θ2g ∴H∝u2 [As θ=constant] If initial velocity of a projectile be doubled then H will becomes 4 times. Physics.

## When the projectile is at the highest point of its trajectory the direction of its velocity and acceleration are?

Direction of velocity is always tangent to the path, so at the top of trajectory it is **horizontal direction** and acceleration due to gravity is always in vertically downward direction.

## At what angle of projectile θ is the horizontal range Maximum?

The textbooks say that the maximum range for projectile motion (with no air resistance) is **45 degrees**.

## How does horizontal velocity affect range?

Horizontal component (V_{h}) has certain velocity or magnitude. Horizontal component (V_{h}) remains constant throughout flight, neglecting air resistance. **Horizontal velocity influences range, but not time object in air**.

## What happens to the horizontal velocity of a projectile as it goes up?

The numerical information in both the diagram and the table above illustrate identical points – a projectile has a vertical acceleration of 9.8 m/s/s, downward and no horizontal acceleration. This is to say that the vertical velocity changes by 9.8 m/s each second and the horizontal velocity **never changes**.

### If the initial velocity of a projectile be doubled, keeping the angle of projection

### Images related to the topicIf the initial velocity of a projectile be doubled, keeping the angle of projection

## How does the initial velocity affect the maximum height of a projectile?

The maximum height is determined by the initial vertical velocity. Since steeper launch angles have a larger vertical velocity component, **increasing the launch angle increases the maximum height**.

## How does changing the velocity affect the projectile’s path?

…

Horizontally Launched Projectiles.

Horizontal Motion | Vertical Motion | |
---|---|---|

Velocity (Constant or Changing?) | Constant | Changing (by 9.8 m/s each second) |

## What is the angle of projection at which horizontal range and maximum height are equal?

If the angle of projection is \[{**75.96^ \circ }\]**, the maximum height is equal to the horizontal range.

## When the velocity is doubled the banking angle should be?

The Correct option is d. **4 times**. Hence, when velocity is doubled the banking angle should be 4 times.

## What is the horizontal component of a projectile’s velocity independent of?

The vertical velocity of a projectile changes by 9.8 m/s each second, The horizontal motion of a projectile is independent of its **vertical motion**.

## What factors affect the horizontal range of a projectile?

The horizontal distance depends on two factors: **the horizontal speed (vox) and the time the projectile has been in the air**. The horizontal distance is the product of these two quantities. The height of the projectile depends on the original vertical speed (voy) and the time that the projectile has been in the air.

## How does initial velocity affect range?

(a) **The greater the initial speed v 0 , the greater the range for a given initial angle**. (b) The effect of initial angle θ 0 on the range of a projectile with a given initial speed.

## What is the effect of increasing the angle of projection on the range of a projectile?

In the nutshell, the range,R, **increases with increasing angle of projection for 0° ≤ θ < 45°**; the range,R, is maximum when θ = 45°; the range,R, decreases with increasing angle of projection for 45° < θ ≤ 90°. Horizontal range Horizontal range is same for a pair of projection angle.

## When velocity of projectile is doubled then time of flight becomes?

So if T is doubled, H becomes **four times**.

### What will be the effect on horixontal range of a projectile when its initial velocity is doubled…

### Images related to the topicWhat will be the effect on horixontal range of a projectile when its initial velocity is doubled…

## How does the range of projectile depends upon velocity?

The horizontal range of projectile is **directly proportional to square of velocity by which the body is projected**.

## When the velocity of the projectile is doubled then its time of flight is?

Hence the ans is **four times the time of flight**.

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