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Please illustrate the answer of the following problem
Problem- A soccer ball has a mass of 0.40kg. Initially it is moving to the left at 20 m/s, but then it is kicked and given a velocity at 45^{o} upward and to the right, with magnitude 30 m/s.
Part 1- Find the impulse that acted on the soccer ball and the average net force that acted on it (magnitude and direction), assuming a collision time 0.010 s.
You need guide to find the answer of the above problem.
You throws a ball with mass 0.40 kg against a brick wall. It hits the wall moving horizontally to the left at 30 m/s and rebounds horizontally to the right at 20 m/s. Find the impulse on the ball during its collision with the wall.
Prove the given statement using mathematical induction - State the inductive hypothesis
Write a function to convert the two dimensional coordinates of a point from Cartesian system to polar system by using x and y as its parameters, returning r and using references to pass theta value.
At time t=0, a 2150-kg rocket in outer space fires an engine that exerts an increasing force on it in the +x-direction. By how much does the rockets velocity change during this interval.
What is the output - This one is complex and I don't know how to do it
Write a program that computes the amount of money the computer club will receive from proceeds of their granola bar sales project.
write a function to compute the volume of a cone by using the base radius r and the height h of the cone as the parameters of the function Vcone = xr^2h/3
Define a class called Plot that has private members of length and width. Include a constructor and a public function that calculates the area and the length of the boundary of the field.
Write a program that can be used to convert meters to feet and inches. Allow the user to enter a metric meter value in a method.
The best approach for doing this is to consider all polynomials of lower degree and check whether they are factors. Please note that we only consider monic irreducible polynomials, i.e., polynomials with the highest coefficient equal to one.
liquid helium has a temperature of only 4.24 k and is in equilibrium with its vapor at atmospheric pressure. calculate
A projectile is fired straight upward from the Earth's surface at the South Pole with an initial speed equal to one third the escape speed. What is the altitude of the projectile at this instant
A highway curve of radius 420 is designed for traffic moving at a speed of 100. What is the correct banking angle of the road
A ballplayer standing at homeplate hits a baseball that is caught by another player at the same height above the ground from which it was hit. How high will the ball rise
You are spin coating a thin layer of polymer onto a reflective silicon wafer to create an organic solar cell device. What thickness would you determine the film to be
A 15.0 kilogram bucket of water is suspended by a very light rope wrapped around a solid uniform cylinder 0.300 meter in diameter with mass 12.0 kilogram. determine the force exerted on the cylinder by the axle
A plane is flying with an airspeed of 266 miles per hour with heading 272.7 deg the wind currents are running at a constant 45.7 miles per hour in the direction 238.6 deg
You place your lunch leftovers in the refrigerator. Suppose the refrigerator needs to remove 1.5060E+4 J of thermal energy from your lunch to cool it to the temperature of the inside of the refrigerator, What is the total work done by the compresso..
A frictionless plane is 10.0 m long and inclined at 34.0°. A sled starts at the bottom with an initial speed of 6.00 m/s up the incline. Determine the initial speed of the second sled
Explain two methods to make grapheme and explain two methods to make quantum dots?
A 55 kg person is skiing down a 30 degree slope. The coefficient of friction with the snow is .05. Calculate the final velocity of the skier
Two wires are identical, except that one is aluminum and one is nichrome. The aluminum wire has a resistance of 0.16 . What is the resistance of the nichrome wire
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