Unfortunately, the answer which [I think] is required is incorrect.
I expect that the answer that you are required to provide is Newton's law of Inertia. A part of this states that a body in motion remains in constant motion in a straight line unless it is acted upon by an external force. However, there are very few place in space where this can happen. Even at points in space where the gravitational force of the Sun is exactly matched by that of the Earth, as soon as the spacecraft moves from that point, the forces will be in imbalance and the spacecraft will experience an external force which will affect its speed.
When a spacecraft takes off, the main forces involved are thrust and gravity. Thrust is generated by the spacecraft's engines pushing it upwards, while gravity pulls the spacecraft back toward Earth. Other forces, such as aerodynamic drag and lift, may also be present depending on the specific design of the spacecraft.
Newton's first law of motion states that an object will remain at rest or in uniform motion in a straight line unless acted upon by an external force. In space, where there is very little friction or air resistance, objects will continue moving in a straight line at a constant velocity once set in motion, exhibiting inertia. This is why spacecraft can maintain their trajectory once launched and do not require constant propulsion to keep moving.
The spring constant is calculated by dividing the weight of the object (29 N) by the distance it stretches the spring (11 cm). First, convert 11 cm to meters by dividing by 100 (0.11 m), then divide the weight by the stretch distance to get the spring constant: 29 N / 0.11 m = 263.6 N/m.
The units for the constant k in physics depend on the specific equation it is used in. Some common units for the constant k include N/m (newtons per meter) for spring constants and J/molK (joules per mole per kelvin) for Boltzmann's constant.
The difference between 200 newtons and 20 newtons is 180 newtons.
newtons third law
Weight in a constant gravitational field is also constant, regardless of any surroundings. The weight will be two newtons underwater as well.
It is Newtons per metre.
195 kg of mass weighs 0.312 kilo-newtons on the moon, 0.686 kilo-newtons on Mars, 1.911 kilo-newtons on earth, and zero newtons while coasting at constant speed in space from any one of them to either other.
newtons 1 law of motion
When a spacecraft takes off, the main forces involved are thrust and gravity. Thrust is generated by the spacecraft's engines pushing it upwards, while gravity pulls the spacecraft back toward Earth. Other forces, such as aerodynamic drag and lift, may also be present depending on the specific design of the spacecraft.
Measure how many newtons of pull you need in order to stretch the springtwo centimeters longer. Then the spring constant is1/2 of (that number of newtons) per centimeter, or50 x (that number of newtons) per meter.======================================US, Liberian, and Burmese version:Measure how many ounces of pull you need in order to stretch the springone inch longer.Then the spring constant is (that number of ounces) per inch .
newtons * meters squared / coulombs squared
Both mass and acceleration will remain constant but speed will increase. Its explained in Newtons second law, in short: F=m*a
As pressure is force per unit area (Newtons/m2) and volume is m3, then PV would simplify to Newtons*meters which is joules.
Newton's first law of motion states that an object will remain at rest or in uniform motion in a straight line unless acted upon by an external force. In space, where there is very little friction or air resistance, objects will continue moving in a straight line at a constant velocity once set in motion, exhibiting inertia. This is why spacecraft can maintain their trajectory once launched and do not require constant propulsion to keep moving.
Well he fundamentally proposed a few theories. But he is eminently known for introducing the 'Mathematical Principles of Natural Philosophy'. These principles include Newtons 3 laws of motion and his Gravitational Constant. If you want to know what they are, google, Newtons 3 laws. He was quite smart!