Please solve it using visual studio code.

A tennis ball is being tossed as a projectile at an angle of to the ground with an initial velocity of u. t=t1 tat2 Je h x=x1 x=x2 The projectile path was mapped out, and in the its path, the ball will achieve a height of h at two time intervals (t1,t2) in two horizontal distances (X1,x2) from the origin of launch. u sin(0) + Vu2 sin(0) 2gh t= 9 The equation above gives you the formula for time (t) where u is the initial velocity, g represents gravitational acceleration (g=9.81 m/s2), O is the initial angle of the toss and h is the height of the projectile at the time of consideration. The equation above gives you the formula for time (t) where u is the initial velocity, g represents gravitational acceleration (g=9.81 m/s2), is the initial angle of the toss and h is the height of the projectile at the time of consideration. Data: O = 50 U = 18 m/s h = 7m Write some code to find the solution using the data above. You should round your answer to two decimal places, and print it out on the console. This question has two parts. Part 1 requires you to write some pseudo-code to solve the problem. Answer this inside a multi-line block comment. Part 2 requires you to write some code based on the answer to Part 1. Answer this below your answer to Part 1. An engineer needs to measure the height of a building which is X metres away. A colleague observes that the top of the building is at an angle of alpha elevation from the top of the engineer's head. The engineer's height is given as h. Variables: h: 181 cm alpha: 48.63 X: 43.00m Your final answer should be rounded to two decimal places in metres. A tennis ball is being tossed as a projectile at an angle of to the ground with an initial velocity of u. t=t1 tat2 Je h x=x1 x=x2 The projectile path was mapped out, and in the its path, the ball will achieve a height of h at two time intervals (t1,t2) in two horizontal distances (X1,x2) from the origin of launch. u sin(0) + Vu2 sin(0) 2gh t= 9 The equation above gives you the formula for time (t) where u is the initial velocity, g represents gravitational acceleration (g=9.81 m/s2), O is the initial angle of the toss and h is the height of the projectile at the time of consideration. The equation above gives you the formula for time (t) where u is the initial velocity, g represents gravitational acceleration (g=9.81 m/s2), is the initial angle of the toss and h is the height of the projectile at the time of consideration. Data: O = 50 U = 18 m/s h = 7m Write some code to find the solution using the data above. You should round your answer to two decimal places, and print it out on the console. This question has two parts. Part 1 requires you to write some pseudo-code to solve the problem. Answer this inside a multi-line block comment. Part 2 requires you to write some code based on the answer to Part 1. Answer this below your answer to Part 1. An engineer needs to measure the height of a building which is X metres away. A colleague observes that the top of the building is at an angle of alpha elevation from the top of the engineer's head. The engineer's height is given as h. Variables: h: 181 cm alpha: 48.63 X: 43.00m Your final answer should be rounded to two decimal places in metres