A 10.0 kg rocket produces a thrust of 150 N. The rocket is pointed upward and the bottom of the rocket is attached to, and is resting on, a spring with a spring constant of 305 N/m. If the spring compressed 0.321 m prior to launch, what is the rocket's speed when the rocket is launched and the spring has stretched 0.417 m?
clear steps please
It looks like you've already provided the correct Prolog program to split a list into two lists of positive and negative numbers, and you've also shown how to test the program with the query ?- split([20,-10,30,22,45,0,-15,0,12], L1, L2). The program successfully splits the input list into two lists, where L1 contains the positive numbers [20, 30, 22, 45, 12] and L2 contains the negative numbers [-10, -15].
Prolog is a logical programming language that excels at handling list manipulation and recursive logic. In this program, the base case of an empty list is defined as splitting it into two empty lists. Then, the program recursively checks the head of the list, and depending on whether it's positive or negative, it adds it to the corresponding resulting list and continues splitting the rest of the list until it reaches the base case.
This Prolog program is a concise and efficient way to split a list into two lists based on the sign of the elements, and it demonstrates the power of Prolog in handling list operations and recursion.
A 10.0 kg rocket produces a thrust of 150 N. The rocket is pointed upward and...
A 11.7 kg weather rocket generates a thrust of 200 N . The rocket, pointing upward, is clamped to the top of a vertical spring. The bottom of the spring, whose spring constant is 550 N/m , is anchored to the ground. After the engine is ignited, what is the rocket's speed when the spring has stretched 38.0 cm ? For comparison, what would be the rocket's speed after traveling this distance if it weren't attached to the spring?
A 104 kg weather rocket generates a thrust of 230 N The rocket pointing upward, is damped to the top of a vertical spring The bottom of the spring whose spring constant is 540 N/m is anchored to the ground Initially before the engine is ignited the rocket sits at rest on top of the spring How much is the spring compressed? Express your answer with the appropriate units ? ! Å RO Value Units Ay Submit Request Answer Part...
A 10.5 kg weather rocket generates a thrust of 230 N. The rocket, pointing upward, is clamped to the top of a vertical spring. The bottom of the spring, whose spring constant is 530 N/m, is anchored to the ground. After the engine is ingnited, whats the rockets speed when the spring has stretched 35 cm? and for comparison what would be the rockets speed after traveling this distance if it werent attached to the spring?
a. Initially, before the engine is ignited, the rocket sits at rest on top of the spring. How much is the spring compressed?b. After the engine is ignited, what is the rocket's speed when the spring has stretched 30.0 cm?c. For comparison, what would be the rocket's speed after traveling this distance if it weren't attached to the spring?
(20%) Problem 3:A52+ 10-kg rocket is accelerating straight up. Its engines produce 1.05-107 N of thrust, and air resistance is 4.4 106 N Randomized Variables m-52.105-kg f=1.05 . 107 N fr = 4.4.106 N ← What is the rocket's acceleration, using a coordinate system where up is positive? Grade Summary Potential Submissions a= 8.461 3% 97% cos0 cotan0 asin) acos0 atan)acotan) sinhO sin 78 9 HOME Attempts remaining: 9 % per attempt) detailed view 3% cotanhO 0 END Degrees Radians...
1. A rocket is launched vertically from the Earth, and the thrust (pushing force) from the engines is directed upward, and has a magnitude of 5.00 x 106 N. The mass of the rocket is initially 2.00 x 105 kg. (a) What is the initial acceleration of the rocket, assuming you can neglect air resistance? (b) After the rocket has been in flight for a while, burning and exhausting a lot of fuel, its mass has decreased to 1.20 x 105 kg, and...
A vertical spring (ignore its mass), whose spring constant is 875 N/m , is attached to a table and is compressed down by 0.160 m. A) What upward speed can it give to a 0.320-kg ball when released? B) How high above its original position (spring compressed) will the ball fly?
A vertical spring (ignore its mass), whose spring constant is 875 N/m , is attached to a table and is compressed down by 0.160 m. A) What upward speed can it give to a 0.320-kg ball when released? I tried 7.88 m/s, but it said "Review your calculations; you may have made a rounding error or used the wrong number of significant figures." What would the correct answer be? It wants it in 3 sig figs.B) How high above its...
A vertical spring (ignore its mass), whose spring constant is 875 N/m , is attached to a table and is compressed down by 0.160 m. A) What upward speed can it give to a 0.320-kg ball when released? I tried 7.88 m/s, but it said "Review your calculations; you may have made a rounding error or used the wrong number of significant figures." What would the correct answer be? It wants it in 3 sig figs.B) How high above its...
2. Mass mi -10.0 kg is initially held against the spring of spring constant k-100 N/m. The spring is compressed a distance x 0.45 m. When released, m is fired towards a block of mass m2-4.4 kg initially at rest at the edge of a horizontal, frictionless table of height h-0.75 m. A ramp is placed at the end of the table. The ramp has a coefficient of kinetic friction μ.-0.25 and is a distance d-1.06 m long. The blocks...