if we put tan θ = A and g/2u2cos2θ = B then equation (5) can be written as y = Ax - Bx2 where A and B are constants. This is the equation of a parabola. Hence, the path of the projectile is a parabola.
If we put tan θ = A and g/2u2cos2θ = B then equation (5) can be written as y = Ax - Bx2 where A and B are constants. This is the equation of a parabola. Hence, the path of the projectile is a parabola.
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Answer:
if we put tan θ = A and g/2u2cos2θ = B then equation (5) can be written as y = Ax - Bx2 where A and B are constants. This is the equation of a parabola. Hence, the path of the projectile is a parabola.
Explanation:
i hope its helpful
Explanation:
If we put tan θ = A and g/2u2cos2θ = B then equation (5) can be written as y = Ax - Bx2 where A and B are constants. This is the equation of a parabola. Hence, the path of the projectile is a parabola.
hi if it was helpful than please mark me brainlist have a good time keep smiling thanks ☺