Maximum height, h = u^2 (sin(theta))^2/2g
h = 17^2 x (sin70)^2/ 2 x 9.8 = 13.02 m
Comment in case any doubt please rate my answer ...
With an initial velocity of 17 m/sec at a 70 degree angle, what is the maximum...
The initial velocity is 35 m/s and the angle is 45 degree. Find the maximum distance along the horizontal axis (the range)
A cannon is shot off a cliff at 35 degree angle off a cliff of 4 m in height. What is the x of the location where the cannon ball land if its velocity is 7.03m/s
A cannon fires a cannonball at an angle of 30 degrees about horizontal. The initial velocity of the cannonball is 40 m/s. A) How long will it take the cannonball to reach maximum height B) What is the maximum height the cannonball will reach C) What distance in x will the cannonball travel before hitting the ground?
A human cannon ball is shot from a cannon at a 35 degree angle above the horizontal, with an Initial velocity of 36.5 m/s. A net is positioned 115m from the end of the cannon, with the bottom of the net 12m above the opening of the cannon and top of the net 15m above the bottom of the net. A.) How much time does it take the human cannon ball to to reach the distance the net is at?...
If a projectile is released at a 40° angle with an initial velocity of 15 m/sec, how far will it travel?
1.) A cannonball is shot with an initial velocity of 80m/s at an angle of 40degrees to the horizontal. The cannonball flies over perfectly level terrain before impacting with the ground. a) What are the x and y components of its initial velocity? b) What is the maximum height of the cannonball? c) What is the time in flight?
P1.A cannonball is shot at an angle of 45" with an initial velocity vo. This is calculated to exactly land at point B in a projectile trajectory. However, the people at point B launched a rocket with an initial ve locity at 20 from the horizontal sometime after the cannonball launched. The rocket, which will intercept the cannonball at some vertical distance from the ground level, is in a linear path, Find (a) horizontal distance between point A and Point...
A ball is thrown with a velocity of 40 m/s at an angle 45 degree with the ground. Calculate the maximum height which the ball can reach. Assume that the acceleration due to gravity, g=10 m/s on the surface of the earth
A potato of mass m is shot out of a potato gun with an initial velocity of 31.1 m/s and shoots a range of 69 feet. What is the angle at which the potato is shot at? What is the max height it reaches with that angle?
4) A student throws baseball ball upwards with an initial velocity of 10 m/sec and he catches the ball when it comes down. (10 points) a) How long does it take for the ball to reach its maximum height?! b) What is the maximum height that the ball reaches? c) How long is the ball in the air? d) What is the velocity of the ball as it reaches the student on its way down?