The NASA Space Launch System rocket that will carry the Artemis mission to the Moon travels 500 feet (152 m) straight up in the first 7 seconds of flight. It weighs 5.75 million pounds (mass of 2.61e6 kg).In this problem, we'll calculate the acceleration and the net force on a similar rocket. The numbers will be randomized slightly for our question. Since the rocket is using fuel, this is an approximation anyway.The SLS starts from rest and reaches a final velocity of 41.9 m/s in 8.50 seconds. What is its average acceleration?m/s²What is the net upward force on the rocket providing that acceleration, if it has mass 2.78E+6 kg?N

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Let's say we have a M1 and M2. Let's just say. Let's examine this hypothetical situation. The first mass would be 1.50 kg and the second mass would be 2.00 kg. These two masses would then be separated by a length or we should say a distance of this L = 2.50 m. Let's say we want to place a third mass (immaterial mass) in the middle of the two masses, such that there would be no net force. Find this specific place where this would occur, and to make it easy, find the distance from the first mass towards this third mass
The NASA Space Launch System rocket that will carry the Artemis mission to the Moon travels 500 feet (152 m) straight up in the first 7 seconds of flight. It weighs 5.75 million pounds (mass of 2.61e6 kg). In this problem, we'll calculate the total force the rockets are providing. The numbers will be randomized slightly. Since the rocket is using fuel, the question is an approximation anyway. What is the weight of the rocket, if its mass is 2.21E+6 kg? Assume g = 9.8 m/s². N At launch, the rocket travels upwards at an acceleration of 5.66 m/s². This tells us that it must be acted on by a net force of 1.25E+7 N. If that is the net upward force, what is the total upward force provided by the engines? N (For all answers, just enter the amount as positive number: DO NOT use + or - to indicate up and down. You will need to consider the direction to decide whether to add or subtract forces in determining your answer, though.)
A baseball of mass m= 0.35 kg is spun vertically on a massless string of length L = 0.93 m. The string can only support a tension of Tmax= 10.6 N before it will break. Randomized Variables m = 0.35 kg L = 0.93 m Tmax= 10.6 N Part (a) What is the maximum possible speed of the ball at the top of the loop, in meters per second? Part (b) What is the maximum possible speed of the ball at the bottom of the loop, in meters per second?
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The solution did not use enough given data from the problem. (ICM =M R2) with mass M=20 kg
The NASA Space Launch System rocket that will carry the Artemis mission to the Moon travels 500 feet (152 m) straight up in the first 7 seconds of flight. It weighs 5.75 million pounds (mass of 2.61e6 kg). In this problem, we'll calculate the total force the rockets are providing. The numbers will be randomized slightly. Since the rocket is using fuel, the question is an approximation anyway. What is the weight of the rocket, if its mass is 2.26E+6 kg? Assume g = 9.8 m/s². N At launch, the rocket travels upwards at an acceleration of 7.35 m/s². This tells us that it must be acted on by a net force of 1.66E+7 N. If that is the net upward force, what is the total upward force provided by the engines? N (For all answers, just enter the amount as positive number: DO NOT use + or - to indicate up and down. You will need to consider the direction to decide whether to add or subtract forces in determining your answer, though.)