# What does rotations mean?

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**Question by: Erminio Caruso** | Last updated: December 8, 2021

Rating: 4.3 / 5

(36 votes)

to rotate «rotate»]. – 1. The fact of rotating, as a circular or almost circular movement of a body or element around an axis: giving a movement of r. or a r. … of the body, and r.

## What magnitude expresses the effect of rotation?

The characteristic dynamic parameter of rotation thus becomes the angular velocity (or angular acceleration) which in turn determines, through the concept of mass, the angular momentum (or the kinetic energy of rotation).

## What is meant by axis of rotation?

line of points joined in a rotation in three-dimensional space. In a solid of rotation, for example a cylinder, it is the straight line around which the generating curve that generates the surface of the solid rotates.

## How do you find the center of rotation of a figure?

To determine R with the method indicated above, it will be sufficient to intersect the axes of two segments that are not parallel to each other. Once the center of rotation has been determined, we can easily calculate the angle of rotation with the help of a protractor or other measuring instrument.

## How do you rotate a figure?

In practice, to rotate a geometric figure it is sufficient to rotate its main elements (vertices, sides or some of its points) to then build a figure congruent to the first. , which will remain fixed. , which is called the rotation axis.

## Find 24 related questions

### How to rotate a figure 270 degrees?

90 ° counterclockwise rotation is equivalent to 270 ° clockwise rotation. Both the figure and the center of rotation O. Rotate 180 ° counterclockwise.

### What is the axis of rotation called?

1 Line described by a planet in its movement around the Sun. The Earth also rotates on itself around its axis of rotation, which is called the TERRESTRIAL AXIS. The earth’s rotation motion occurs counterclockwise2. The Earth’s axis meets the planet’s surface at two points called the Poles.

### Where is the axis of rotation?

The Earth’s axis meets the Earth’s surface at two points: the Earth’s north pole (N) and the Earth’s south pole (S); the earth’s rotation motion, for an observer placed over the North Pole and fixed with respect to the celestial sphere, occurs counterclockwise.

### What is the rotation period in physics?

The rotation period is the time taken by a celestial body (star, planet, natural satellite or asteroid) to complete a complete rotation on its axis called the rotation axis. For example, the Earth has a rotation period of 24 hours, which corresponds to the length of the day.

### How is rotation calculated in physics?

If we denote by v the speed of the center of the wheel, with r its radius and with ω its angular velocity, we immediately have v = ω r.

### What magnitude describes the rotational effect produced by a force applied on a rigid body with a fixed axis?

All this discourse in physics is summarized in a single vector quantity which is called mechanical moment of force or torque (torque) which is indicated with the letter M (in Italy) or (in Anglo-Saxon countries).

### When a rigid object rotates around a fixed axis which statement is true for all points of the object?

If a rigid body rotates around a fixed axis, each point of the body describes a circular path and the centers of all these circles lie on a line called the rotation axis (z axis in the figure).

### How is the period of a rotation calculated?

The rotation period is the inverse of the frequency T = 1 / f = (1 / 0.5) s = 2 s. The angular speed of the wheel is obtained from the formula ω = 2 π f = 6.28 rad · 0.5 s^{–}^{1} = 3.14 rad / s.

### How is the uniform circular motion period calculated?

The direction is that of the straight line tangent to the circumference at point P. Therefore the tangential velocity formula, understood as the ratio between the space traveled and the time to cover it, that is, between the circumference and constant time interval, will be: v = 2πr / T where T it is called period.

### How is the period in uniform circular motion calculated?

the frequency f of the motion is defined as the number of periods that the motion completes in the unit of time. Taking the example of uniform circular motion, if a body travels one complete revolution in time T = 0.5 s, its frequency is f = 2 s^{–}^{1}; if the frequency of motion is f = 0.25 s^{–}^{1}we deduce that the period is T = 4.0 s.

### What are the consequences of tilting the Earth’s rotation axis?

The inclination of the Earth’s axis is calculated with respect to the perpendicular to the plane of the ecliptic (the plane of the orbit, not to be confused with the equatorial plane) and is approximately equal to 23 ° 27 ‘. … The main consequence of the inclination of the earth’s axis, on the other hand, concerns the alternation of the seasons.

### How can a solid of rotation be obtained?

The solids of rotation are solids that are generated starting from the rotation of a plane figure around an axis. The main solids of rotation are the cylinder, the cone, the truncated cone and the sphere.

### Why is the earth’s axis tilted?

The Earth has an axial tilt of 23 ° 27 ‘. It leans in the same direction all year round. However, as the Earth orbits the Sun, the hemisphere tilted towards the Sun gradually turns in the opposite direction, and vice versa. This is the main cause of the changing seasons.

### What are the axes of the human body?

Anatomical axes: they can be compared to skewers that go through the body. These imaginary lines are used to trace the axis on which the rotational movements take place. A bit like the hinges of a door. The door moves in a plane around an axis.

### What is an axis of symmetry?

If there is only one fixed point (as happens, for example, in a rotation in the plane), this is called the center of symmetry, while if the fixed points form a straight line (as in a reflection in the plane, or a rotation in space) this is the axis of symmetry.

### How is a cylinder generated?

For example, a cylinder can be obtained by rotating a rectangle around one of its sides, or a cone can be generated by rotating a right triangle around one of its legs. The element around which the rotation takes place identifies a straight line which is called the rotation axis.

### How to turn clockwise?

– a clockwise rotation is a left to right rotation. A trick to distinguish the two rotations, clockwise and counterclockwise, is as follows: just remember how the hands of the clock turn, and keep in mind that the hands move clockwise.

### How to explain the rotation to children?

EXPLANATION: FIRST PHASE

The arrow makes a movement that does not change the shape, size and color of the arrow. Only the position of the arrow changes. This movement is called rotation.

### How are the characteristics of a geometric figure that remain unchanged in a geometric transformation said?

Isometries are transformations that describe, in an abstract way, the movements that keep the measures of the objects unchanged, that is, the rigid movements. The isometries, or congruences, are therefore particular similarities that have the similarity ratio equal to k = 1.

### How can I find the period having the frequency?

Frequency and period: formula

The period T of the harmonic motion is the time that the point Q takes to complete a complete oscillation, that is, to return to the point A with the initial speed. In fact, harmonic motion is an oscillatory motion. The period formula is T = 1 / ƒ, where ƒ is the frequency.

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