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DIORAMA
A geometric model, termed an H diagram, is an effective visual aid in the synthesis of combinational logic circuits. The model is derived by means of coordinate transformations of a hypercube, resulting in a simple two-dimensional framework for mapping a binary function. The H diagram can be expanded to accommodate an arbitrary number of variables, while maintaining a mathematically consistent pattern that permits the extension of simple geometric interpretations to problems of more complexity.
Scale Model
a model for multiplication problems, in which the length and width of a rectangle represents the product.
The official definition for a quantitative model is " Collection of mathematical and statistical methods used in the solution of managerial and decision-making problems, also called operations research (OR) and management science."
A net.
go to wikipedia
yes it is a model of the solar system that shows the sun and all the other planets orbiting around earth actually u have misunderstood the question i was asking 'who introduced the geocentric model of the solar system?'
A geometric figure is a figure of any shape and size, and can also be flat/plane ( meaning, two dimensional like triangle, equilateral., pentagon...) or solid (3 dimensional figure like cube, pyramid, sphere..).A geometric model is a geometric figure that represents real life object like butterfly, flower, earth, etc.So a geometric kite is a two dimensional geometric figure or model.
help me
A right circular cylinder apex
DIORAMA
Flat round disk Apex(: KB
A sphere is the best choice.
Geometric modeling is a collection of computerized modeling system. It uses computational geometry and mathematics to create, optimize, analyze, model, and modify designs.
A geometric model, termed an H diagram, is an effective visual aid in the synthesis of combinational logic circuits. The model is derived by means of coordinate transformations of a hypercube, resulting in a simple two-dimensional framework for mapping a binary function. The H diagram can be expanded to accommodate an arbitrary number of variables, while maintaining a mathematically consistent pattern that permits the extension of simple geometric interpretations to problems of more complexity.
VSEPR only shows the geometric shape of the element