Q. The region code 0000 represents the____________________

View solution

Q. A method used to test lines for total clipping is equivalent to the_____________________

View solution

Q. A process of changing the position of an object in a straight line path from one coordinate location to another is called_____________________

View solution

Q. A two dimensional rotation is applied to an object by repositioning it along a?

View solution

Q. A scaling transformation changes the __________ of an object?

View solution

Q. Given matrix 1000000yxSSS represents the?

View solution

Q. The transformation that produces a mirror image of an object relative to an axis is called__________

View solution

Q. A transformation that slants the shape of objects is called the_____________

View solution

Q. Sometimes it may require undoing the applied transformation, In such a case which of the following transformation will be used____________

View solution

Q. Which of the following allow for 8 mirror images?

View solution

Q. The basic transformations include

View solution

Q. The transformation in which an object is moved in a minimum distance path from one position to another is called

View solution

Q. The transformation in which an object is moved from one position to another in circular path around a specified pivot point is called

View solution

Q. The transformation in which the dimension of an object are changed relative to a specified fixed point is called

View solution

Q. The transformation that produces a parallel mirror image of an object are called

View solution

Q. If an object is rotated through an angle A in clockwise direction, the rotation matrix R= ...............

View solution

Q. A composite transformation matrix can be made by determining the ________of matrix of the individual transformation

View solution

Q. Each successive transformation matrix _________ the product of the preceding transformation

View solution

Q. Which of the following is not a rigid body transformation?

View solution

Q. Forming products of transformation matrices is often referred as

View solution