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C++ programs oint +Physi A 10 kg ball is dropped from rest at a point 12 m above the ground into a smooth, frictionless chute.
C++ programs
oint +Physi A 10 kg ball is dropped from rest at a point 12 m above the ground into a smooth, frictionless chute. The ball exits the chute 2 m above the ground and at an angle from the horizontal. Approximately how far will the ball travel in the horizontal direction before hitting the ground 12 m chute -2(.5g) 45 2 m cos(9) = Where m is the mass of the ball, g is gravity and is equal to 9.81 m/s2, h is the initial height before dropping, h2 is the height the ball leaves the chute, and is the angle of the chute. The initial velocity is Vo with V and V for the x/y directions. Y(t) is the distance in the vertical direction and is not needed; however, we used it to obtain the quadratic solution for t, the time the ball hits the ground. Since you are trying to determine the distance at which the ball hits the ground, let the user inputa value for the angle, theta, in degrees to see how far the ball goes at that angle. Then display to the user, "The X distance traveled is ??? meters, when launched at an angle of ??? degrees" Hints: make sure to convert the user's angle to radians (multiply by pi, divide by 180). Do this after the user gives the input, and write: theta rad theta 3.1314/180; Write a C++ program for our BMI calculator that receives a body weight (kg) and height (m) from the user then calculates the BMI with the following equation W (kg) h2 (m2) Then the program will take the calculated BMI and display one of the following outputs: Display Normal if 18.5 s BMIStep by Step Solution
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