What will be the effect of maximum height of a projectile when is an angle of projectile is changed to 30 to 60 keeping the same initial velocity of projectile
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Answered by
189
In projectile motion, formula for calculating maximum height is h=(u^2sin^2theta)÷g
by putting the given values of theta we get
for 30°
h1=u^2sin^2 (30°)/g,
h1=u^2/4g
for 60°
h2=u^2sin^2 (60°)/g
h2=3u^2/4g
therefore by comparing both the maximum heights we say that 3(h1)= h2.
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by putting the given values of theta we get
for 30°
h1=u^2sin^2 (30°)/g,
h1=u^2/4g
for 60°
h2=u^2sin^2 (60°)/g
h2=3u^2/4g
therefore by comparing both the maximum heights we say that 3(h1)= h2.
If u found it useful then please mark it as the brainliest
JunaidMirza:
Maximum height fourmula is u^2 Sin^2θ / (2g)
Answered by
74
Maximum height = (u^2 Sin^2 θ) / (2g)
If u is kept constant
H ∝ Sin^2 θ
H1 / H2 = Sin^2(30) / Sin^2(60)
H1 / H2 = 1/3
H2 = 3 H1
Maximum height will increase to 3 times that of initial.
If u is kept constant
H ∝ Sin^2 θ
H1 / H2 = Sin^2(30) / Sin^2(60)
H1 / H2 = 1/3
H2 = 3 H1
Maximum height will increase to 3 times that of initial.
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