Which of the following operation can be applied on a 3 D object to move it along any axis from its original position?

Which of the following operation can be applied on a 3 D object to move it along any axis from its original position? Correct Answer Translation

The process of translation is applied to move a point along a specified axis from its original position in the coordinate plane. Translation of a point adds a constant vector to that point to move it from its original place.
Bissoy MCQ

Related Questions

Consider the following statements:
1. The Supreme Court has original jurisdiction in any dispute between the Government of India and one or more States.
2. The Supreme Court has original jurisdiction in any dispute between the Government of India and any State or States on one side and one or more other State on the other.
3. The Supreme Court has original jurisdiction in any dispute between the Government of India and any corporation of Individual one side and one or more States on the other.
4. The Supreme Court has original jurisdiction in any dispute between two or more States.
Which of these statements are correct?
Which of the following operation can be applied on a 3 D object to zoom it in or out about any axis from its original position?
Which of the following operation can be applied on a 3 D object to rotate it about any axis from its original position?
A closed tank containing water is moving in a horizontal direction along a straight line at a constant speed. The tank also contains a steel ball and a bubble of air. If the tank is decelerated horizontally, then
i) the ball will move to the front
ii) the bubble will move to the front
iii) the ball will move to the rear
iv) the bubble will move to the rear
Find out which of the above statements are correct ?
According to parallel axis theorem, the moment of inertia of a section about an axis parallel to the axis through center of gravity (i.e. $${I_{\text{P}}}$$) is given by (where, A = Area of the section, $${I_{\text{G}}}$$ = Moment of inertia of the section about an axis passing through its C.G. and h = Distance between C.G. and the parallel axis.)
Under section 340 of the Code of Criminal Procedure, 1973 the Court can-
1. Move suo motu
3. Not move suo motu
4. Move on the application made by a stranger
5. Move on the application made by one of the parties
Consider the following statements:
1. Parliament shall, while a proclamation of Emergency is in operation, have the power to make laws of the whole or any part of territory of India with respect to any of the matters enumerated in the list
2. Parliament has exclusive power to make any law with respect to any matter not enumerated in the Concurrent List or State List
3. Parliament has power to make any law for the whole or any part of the territory of India for implementing any treaty, agreement, or convention with any other country
4. Parliament has power to legislate with respect to a matter in the State List in the national interest subject to the resolution passed by the Council of States by two-thirds majority
Which of these statements are correct?
Steps are given to draw an ellipse by trammel method. Arrange the steps. i. Place the trammel so that R is on the minor axis CD and Q on the major axis AB. Then P will be on the ellipse. ii. Draw two axes AB and CD intersecting each other at O. iii. By moving the trammel to new positions, always keeping R on CD and Q on AB, obtain other points and join those to get an ellipse. iv. Along the edge of a strip of paper which may be used as a trammel, mark PQ equal to half the minor axis and PR equal to half of major axis.
Which of the following operations can be used to zoom in or out around any axis on a three-dimensional object from its original position?
A rigid body is rotating about an axis. One force F1 acts on the body such that its vector passes through the axis of rotation. Another force F2 acts on it such that it is perpendicular to the axis of rotation and at a point 5cm from the axis. This force F2 is perpendicular to the radius vector at its point of application. Find the net torque on the body. Let F1 = 10N & F2= 5N.