what is the equation for instantaneous velocity in angular projectile motion?
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Answer:
Projectile motion
Projectile motion is a form of motion where an object (called a projectile) is thrown near the earth's surface with some horizontal component to its velocity. The projectile moves along a curved path under the action of gravity. The path followed by a projectile is called its trajectory. Projectile motion is motion in two directions. In the vertical direction, the motion is accelerated motion and in the horizontal direction, the motion is constant velocity motion.
Instantaneous velocity of a projectile
Instantaneous velocity is the velocity of an object at one instant during its motion. In the case of a projectile, the instantaneous velocity vector would be the resultant of a constant velocity horizontal motion and an accelerated velocity vertical motion.
Range
A projectile launched with specific initial conditions will travel a predictable horizontal displacement before striking the ground. This distance is referred to as the projectile's range
Explanation:
y=(vi+vf2)t
xf=(vcosθ)t+xi
yf=12gt2+(vsinθ)t+yi
vx=vcosθ
vy=vsinθ