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Objective type/ short-answer type questions.
Describe the following :-
a. Illustrate what do you mean by CAD/ CAM
b. Discuss the storage device used in computer.
c. What is computer graphics? State general application of computer graphics.
d. Illustrate translation for two dimensional geometric transformations using homogenous coordinates.
e. Illustrate rotation for two dimensional geometric transformations.
f. Illustrate shear for two dimensional geometric transformations.
g. Describe inverse reflection for two dimensional geometric transformations using homogenous coordinates
Example of simple exponential smoothing: A TV manufacturer utilizes simple exponential smoothing with α = 0.1 to forecast demand. For the first week of March, the forecast was
Define Cases in which Automation is Done Automation is done in following cases:- a) Loading and unloading of parts. b) Automatic production lines. c) Automatic tool ch
GAS TUNGSTEN ARC WELDING (GTAW) Gas Tungsten Arc Welding (GTAW) is popularly known as Tungsten Inert Gas welding (TIG). In this process, an arc is struck between a non consumab
Section modulus: Define the Section modulus. What do you mean by torsional section modulus or polar modulus? The moment of inertia of plane about the axis perpendicula
Show that the force exerted by jet of water on a fixed semi-circular plate in the direction of jet when the jet strikes at the centre of the semi-circular plate is two times the fo
Computer-Aided Design (CAD) CAD is used in design and development of new products in a diversity of applications both at commercial/industrial and on a home basis. Illustration
The first successful numerical machine tool was developed at MIT in the year:
Service and Maintenance Procedures, you have studied detailed procedure of motorcycle service and maintenance and points to be remembered while servicing. In the next course, you s
Parts of Motorcycle Figure: Right Side View of a Motorcycle 12 Part No. Name Functions 1 Muffler he
Q. 11: What is relation between the maximum tensile stress and the maximum compressive stress in any section of beam? Sol.: L et us assume inverted angle section of the beam a
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