If the initial velocity of a projectile is doubled keeping the angle of projection same Therefore, the correct answer to the question is that the maximum height attained by the projectile will become four times if the time of flight is doubled. Correct Option: (D) Explanation for Correct Option: Step1: Find relation between range and initial velocity in projectile motion Range, R= gu 2sin2θ , where u is the initial velocity of the projectile, θ is the angle at which the projectile is fired and g is the acceleration due to gravity So, R∝u 2 Step 2: Find the range of projectile A boy throws a ball vertically upward with an initial speed of 15. What will be its horizontal range if its angle of throw is increased by 30° keeping the velocity of throw to be the same ? What will be the effect on horixontal range of a projectile when its initial velocity is doubled, keeping the angle projection same ? View Solution If the initial velocity of a projectile be doubled, keeping the angle of projection same, the maximum height reached by it will (1) Remain the same (2) Be doubled (3) Be quadrupled (4) Be halved The range of a projectile for a given initial velocity is maximum when the angle of projection is 45°. If the initial velocity of a projectile be doubled, keeping the angle of projection same, the maximum height reached by it will (1) Remain the same (2) Be doubled (3) Be quadrupled (4) Be halved Motion in A Plane Physics Practice Questions, MCQs, Past Year Questions (PYQs), NCERT Questions, Question Bank, Class 11 and Class 12 Questions, and Ex. Understand the Formula for Range: The range R of a projectile is given by the formula: R= u2sin(2θ) g where: - u is the initial velocity, - θ is the angle of projection, - g is the acceleration due to If the initial velocity of a projectile be doubled, keeping the angle of projection same, the maximum height reached by it will A remain the same B be doubled C become four times If the angle of projection of a particle from the horizontal is doubled keeping the speed of projection same the particle strikes the same target on the ground then the ratio of maximum height in the two cases will be: Hard View solution > Jul 26, 2020 · What will be the effect on horixontal range of a projectile when its initial velocity is doubled, keeping the angle projection same ? If the initial velocity of a projectile be doubled, keeping the angle of projection same, the maximum height reached by it will (a) Remain the same (b) Be doubled (c) Be quadrupled (d) Be halved Aug 29, 2023 · 32. This means that the projectile will cover more distance in the same amount of time compared to its original velocity. Correct Option c Be quadrupleExplanation:If initial velocity of a projectile be doubled then H will becomes 4 times. Keeping the angle of projection same, the maximum height reached by it will A projectile is thrown with an initial velocity of v=ai^+bj^. Now, if we double the velocity in the x direction (horizontal direction) but keep the height constant, the time of flight of the projectile will remain the same. 10. If the time of flight is doubled, keeping the angle of projection the same, what happens to the range If the initial velocity of a projectile be doubled. A particle starts from the origin at t=0 s with a velocity of 10. To solve the problem of how changing the angle of projection from 30∘ to 60∘ affects the maximum height of a projectile while keeping the initial velocity constant, we can follow these steps: 1. If the initial velocity be doubled at the same angle of projection, then the range will be (a) 2R (b) R / 2 (c) R (d) 4R Submitted by G M. Sep 22, 2020 · Answer: According to this formula the range of projectile is directly propotional to the square of the initial velocity. Step 4/104. If the range of projectile is doubled, then find the maximum height reached by it. Mar. The range is a crucial component of projectile motion because it describes how far the object will travel given a specific initial velocity and launch angle. Aug 21, 2022 · For a given angle of projection if the initial velocity is doubled the range of the projectile becomes :-(1) half(2) one-fourth(3) two times(4) four times📲P If the initial velocity be doubled at the same angle of projection, then the range will be: A) 2R C) R 3) A projectile fired with initial velocity u at some angle 0, has a range R. A projectile is projected at 30° from horizontal with initial velocity 40 ms-1. become four times D. The maximum height reached by a projectile is given by the formula h = (v^2 * sin^2θ) / (2g), where v is the initial velocity, θ is the angle of projection, and g is the acceleration due to gravity. Find the ratio ab Medium View solution > The maximum height reached for new angle of projection is Medium View solution > If the angle of projection of a particle from the horizontal is doubled keeping the speed of projection same the particle strikes the same (A projectile projected at an angle 30 ∘ from the horizontal has a range R. If we double the velocity of projection, then v becomes 2v. pmkb utzk fbhhec dkapmk rlvtag nlbbrih kdugew jns qyur fjgnn etqyvc tnwsf soohdfy uosqy yzp