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∙ 13y agogusto q nga rn sanang itanong yan ee..
naunahan mo lng aq..
anu ba sagot??
*mattbautista_bakla*
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∙ 13y agorotation is a type of motion in this all the components follow a circular path
It depends on the rotation of the square. If it is aligned to the X and Y axes, then there are two horizontal lines. If it is not aligned to the X and Y axes, there are no horizontal lines.
It will be as you term it 'horizontal stretch' in which the figure is enlarged or reduced in size.
No, they would need to be bevel gears. Peg gear wheels would but they are generaly made from wood and used for agriculture etc.
1/8th mile per hour.
Uranus has a horizontal rotation
Rotation is circular movement around a central point.
axis of rotation
The Earth's rotation around the Sun is an example of circular motion.
Circular movement of the arm involves rotating the arm around the shoulder joint in a circular motion. This movement combines flexion, extension, abduction, and adduction to trace a circle in space. It is a common movement in activities such as swimming, throwing, and bowling.
Yes, a cyclone gets its name from the circular rotation of air around a low-pressure center. In the Northern Hemisphere, cyclones rotate counterclockwise, while in the Southern Hemisphere, they rotate clockwise.
Rotation is the circular motion of a body around a central axis.
rotation is a type of motion in this all the components follow a circular path
horizontal/trasverse
The circular movement of an object around an imaginary axis is called rotation. It involves the object spinning or revolving around a fixed axis, which can be either internal or external to the object. Rotation is a key concept in physics and is used to describe various phenomena from planetary motion to the spinning of a top.
A giant wheel moves in a circular motion around its central axis. As the wheel rotates, the passengers inside experience both a vertical and horizontal motion due to the combination of the wheel's rotation and the structure's movement.
Some sources of error when performing a lab experiment on uniform circular motion include friction in the rotational system, inaccuracies in measuring the radius of the circle, errors in timing the period of rotation, and uncertainties in recording the angular velocity of the object. These errors can lead to discrepancies in calculated values for centripetal force, acceleration, or velocity.