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EECS 1520 Lecture Notes - And1, Dialog Box, Logic Gate

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ivoryeel382
21 Oct 2012
School
York University
Department
Electrical Engineering and Computer Science
Course
EECS 1520
Professor
David Langille

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EECS 1520 Full Course Notes
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EECS 1520 Full Course Notes
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Document Summary

Logical functions are those that involve boolean values. Some logical functions return a boolean value as their result, others use the. Boolean result of a comparison to choose between alternative calculations. There are six functions listed in the logical group in excel 2003 the functions and, False, if, not, or, true and a seventh in excel 2007 the function iferror. You"ll see the use of most of these in this lab. First, however, it"s worthwhile to become familiar with the logical operators. For example, the statement it is morning. is either true or false. We recognize that its truth value may change, but at any particular time the statement is either true or false. What may be hidden here is the existence of an implied comparison. To determine the truth value of any statement we compare our understanding of the meaning of the claim with the facts.

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Related Questions

 

Among the following statements, which statement finds the logical consequence of the second law of thermodynamics?

  1. This law states that the entropy of an isolated system always increases or equal to zero but can never decrease

  2. This law is a relationship between the energy and the internal energy of a system

  3. This law states that entropy attains a constant value at absolute zero temperature

  4. This law states enthalpy of a closed system is a point function

25. Fill in the blank so that this function returns true if the circle at xl, yl with radius rl, has collided with the circle at x2, y2, with radius r2. boolean collided (int xl, int yl, int ri, int x2, int y2, int r2) { return A. B. dist(xl, yl, x2, y2) <= rl+r2 abs(x1-x2) >= rl+r2 && abs(yl-y2) <= rl+r2 A and B will both work Neither A nor B work but one would be correct if the <= was > Neither A nor B work but both would be correct if the <= was >=

18. Fill in the blank so that this function returns true if the circle at xl, yl, with radius rl, has collided with the circle at x2, y2, with radius r2. boolean collided (int xl, int yi, int ri, int x2, int y2, int r2) | return A. dist (xl, yl, x2, y2) <= rl+r2 B. abs (x1-x2) >= rl+r2 && abs (yl-y2) <= rl+r2 C. A and B will both work D. Neither A nor B work but one would be correct if the <= was > E. Neither A nor B work but both would be correct if the <= was >