Finite set - Study guides, Class notes & Summaries

algorithm - set of instructions with finite initial store and state, a starting point, and unambiguous ordering until the endpoint (halt point). Can be represented by a flow chart or a pseudocode. program - sequence of instructions that embody and algo process - program in execution + process state job - task to be completed why do we need an OS -ex. load a program onto a computer provides a layer of safety helps accessing I/O devices where is the OS in a personal computer system - laye...

Which attribute most accurately describes a project? - The correct answer is: Projects are finite. What is an example of how project managers apply sound management techniques? - The correct answer is: they break down a task further if it remains at the same percent completion despite reported progress. Which is an advantage of using a standardized project management model? - The correct answer is: The model is a framework that project managers can adapt to project specifics. In the projec...

algorithm - set of instructions with finite initial store and state, a starting point, and unambiguous ordering until the endpoint (halt point). Can be represented by a flow chart or a pseudocode. program - sequence of instructions that embody and algo process - program in execution + process state

Numerical methods using digital computers are, of course, commonly utilized to solve a wide variety of flow problems. As discussed in Chapter 6, although the differential equations that govern the flow of Newtonian fluids [the Navier–Stokes equations (Eq. 6.127)] were derived many years ago, there are few known analytical solutions to them. However, with the advent of highspeed digital computers it has become possible to obtain approximate numerical solutions to these (and other fluid mechanic...

SLHS 309 Purdue Exam 1 Questions with Verified Solutions What is language? a systematic and conventional use of sounds (or signs or written symbols) for the purpose of communication or self-expression Arbitrariness no "natural" connection between form and meaning. Displacement can be about things distant in space and time. Productivity can create an infinite number of new utterances with a finite set of meaningful symbols. EX: take a few already meaningful words to create new sentences/phr...

Appendix A Computational Fluid Dynamics and FlowLab A.1 Introduction Numerical methods using digital computers are, of course, commonly utilized to solve a wide variety of flow problems. As discussed in Chapter 6, although the differential equations that govern the flow of Newtonian fluids [the Navier–Stokes equations (Eq. 6.127)] were derived many years ago, there are few known analytical solutions to them. However, with the advent of highspeed digital computers it has become possible ...

whole number set of numbers that contains no fractions or decimals (0,1,2,3,4,189, 293) Intergers whole numbers and their opposites (negatives) (-1, -2, -3, -4, -5, 0, 1, 2, 3, 4, 5 prime number number that is only evenly divisible by 1 & itself - no remainder or decimal Image: prime number composite number positive integer (whole number) formed by multiplying 2 smaller integers together - all divisible by 2 - can be evenly divided by numbers other than 1 or itself Imag...

Algorithm - ️️set of instructions with finite initial store and state, a starting point, and unambiguous ordering until the endpoint Process (general definition) - ️️a program in execution = program + state Program - ️️sequence of instructions that embody an algorithm Job - ️️a task to be completed Why need an O.S.? - ️️- load program onto computer - access and supervise I/O devices - manage resources - protect private info - facilitate program interactions ...

matrix A rectangular array of numbers linear equation in n (j) unknowns a₁x₁ + a₂x₂ + ... + ax = b linear equation x + 3y = 7 or x₁ − 2x₂ − 3x₃ + x₄ = -1 (no products or roots of variables) system of linear equations (linear system) A finite set of linear equations solution of a linear equation A sequence of numbers for which the substitution with variables will make the equation a true statement homogeneous linear equations x₁ − 2x₂ − 3x₃ + x₄ = 0

List of some of the universal features that all languages share. CORRECT ANSWER 1. All languages have Structure: -all use a finite set of sounds or gestures that form an infinite # of possible sentences. -all have grammar: rules for forming words & sentences -all have similar grammatical categories such as nouns & verbs. -all have a way of referring to past time, the ability to negate, and ways to form questions & issue commands. -all have semantic universals (male, female) 2. All langua...