Henry tossed up a ball with an initial velocity of 19.6m/s It will take square to reach the maximum height. If he climbs a 20 m high cliff and toss the ball upwards with same inthal velocity of 19.6m/s it will reach the ground after square

To solve this problem, we kinematic equations of motion under constant acceleration due to gravity.1. Time to reach the maximum height when tossed from the ground:Given:- Initial velocity, - Acceleration due to gravity, The time to reach the maximum height can be found using the equation: Substituting the given values: So, it will take 2 seconds to reach the Time to reach the ground when tossed from a 20 m high cliff:Given:- Initial velocity, - Height of the cliff, - Acceleration due to gravity, The total time to reach the ground can be found using the equation: Substituting the given values: First, calculate the term inside the square root: Now, take the square root: Finally, substitute back into the equation: So, it will take approximately 4.83 seconds to reach the ground when tossed from the 20 m high cliff.Therefore, the answers are:- It will take 2 seconds to reach the maximum height.- It will take approximately the ground when tossed from the 20 m high cliff.