How to calculate initial velocity of a projectile motion?
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You’re probably going to have to deal with these equation in some form or another:
v ⃗ (t)=v ⃗ (0)+∫ t 0 a ⃗ (t)dt v→(t)=v→(0)+∫0ta→(t)dt
x ⃗ (t)=x ⃗ (0)+v ⃗ (0)t+∫ t 0 ∫ t 0 a ⃗ (t)dtdt x→(t)=x→(0)+v→(0)t+∫0t∫0ta→(t)dtdt
where
a ⃗ (t) a→(t) is acceleration at time t
v ⃗ (t) v→(t) is velocity at time t
v ⃗ (0) v→(0)is initial velocity
x ⃗ (t) x→(t) is position at time t.
x ⃗ (0) x→(0) is initial position
Since physics exercises often involve linear motion with constant acceleration, you can use:
v(t)=v(0)+at v(t)=v(0)+at
x(t)=x(0)+v(0)t+12 at 2 x(t)=x(0)+v(0)t+12at2
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