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Q: What two concepts make up linear motion?
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What two things move in linear motion?

TrainLift


What does uniform linear motion mean?

An object in free space when set in motion continues to be in motion indefinitely in a straight line, if it is not influenced by any other force [or energy]. When the rate of change of position with respect to time is constant, then this motion is called UNIFORM LINEAR MOTION. An everyday example of linear motion is the soldiers marching past in a parade. Other examples of linear motion are a car moving at a constant speed, a bullet fired from a pistol moving towards the target, etc.


What thread is used in screw jack?

Two reasons. 1 - converting rotary motion to linear motion. 2 - too much force.


What are the two types of motion according to direction?

linear - designated by v cyclic - designated by w


What is the different between linear motion and circular motion?

Linear motion is motion in a straight line, such as a dragster heading down the track, or a person walking down the sidewalk. Circular motion is motion in a circle, such as a yo-yo swung around someones head, or a car making a turn. In physics, while these two categories of motion exist, in most cases outside textbook examples, an objects motion will include both types of motion at once.


Mechanism to transfer linear to rotary motion?

"Think of a simple single cylinder engine....crankshaft goes round & round,piston goes up & down,connecting rod keeps the two tied together...wa la!" This type of linear motion is known as reciprocating motion, where the linear motion is a repetitive up and down, or back and forth action. The linear motion velocity of a wheel and crank system is not uniform and conforms to a sinusodial curve, i.e. it is slowest at the 0º and 180º positions and fastest at the 90º position. To get uniform linear motion from uniform rotary motion, you can use a threaded shaft and thread follower arrangement, or a rack and pinion. btw, it's "voila!".


Kind of motion?

In Physics, the first kind of motion is called the rotational motion. This rotation occurs around a fixed axis. Transitional motion, on the other hand, is the rotation that occurs along a linear axis. Lastly, the oscillatory motion is a repetitive type of motion and rises and falls between two locations.


What is the solution of a system of linear equations in two variables?

The solution of a system of linear equations is a pair of values that make both of the equations true.


Why do you have to divide the two formulas in newtons second law of motion?

This is because two concepts are derived from the newtons second law. First : Force . F = m * a Second : momentum .. p = m * v


Why was there a need to invent linear equation in two variables?

If two variables are related, then the simplest relationship between them is a linear one. The linear equation expresses such a relationship.If two variables are related, then the simplest relationship between them is a linear one. The linear equation expresses such a relationship.If two variables are related, then the simplest relationship between them is a linear one. The linear equation expresses such a relationship.If two variables are related, then the simplest relationship between them is a linear one. The linear equation expresses such a relationship.


Is there is any linear or Circular motion equation or just the motion in which acceleration of body changes at constant velocity?

The question is, if not a maelstrom, certainly a melange at least.Especially noteworthy is the part where "acceleration of a body changesat constant velocity".Acceleration is the rate of change of velocity. If velocity is constant, then there isno acceleration. If velocity changes at a constant rate, then acceleration is constant.Velocity would have to change at a rate that changes, in order to have a changingacceleration.Now, what is it you're looking for ? A "linear or circular motion equation" ? There areoodles of them, describing the relationship among the position, displacement, speed,velocity, and acceleration, in one, two, or three dimensions, in rectangular, polar, andspherical coordinates, for linear motion, and an entire separate set of equations forcircular motion.


What is two imperial units of linear measurement?

What is two imperial unit of linear measurement