Newtons first law. An object in motion will stay in motion unless acted upon by an opposing force.
Aside from differences in jumping technique, You are simply moving faster laterally when you go airborne, so naturally you would travel a further distance in the air before you land, even while jumping the same height.
Physics works in straight lines. The time you spend in the air after you jump is going to be very consistent. Even if you jump straight up, or at a 45 degree angle. Jumping at an angle will just decrease how high you jump. So, if you’re able to run at a speed that’s faster than the speed you jump upwards you’re going to jump further.
d=sin(2θ)v²/g
d is the distance travelled in the air assuming you’re jumping on a perfectly flat surface.
θ is the jumping angle.
v is the initial velocity.
g is acceleration due to gravity.
Squared variable tend to have a very large affect on equations thus increasing your initial velocity (v) has the greatest affect on the distance (d).
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