Continuous vs discrete equation

    • [DOC File]Unit - EduGAINs

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      Review the concept of continuous vs. discrete data. LR1.01, LR3.02, LR3.03, LR3.05, LR4.01, LR4.03. CGE 3c, 4b 5 Planning a Special Event (Part 2) Graph a relationship from its equation. Review the meaning of rate of change and initial value in context. Connect first differences to the rate of change. Review the concept of continuous and ...

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    • [DOC File]storage.schoolnet.com

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      The graph shows points (1 , 2), (2 , 4), etc. (discrete). Ex 2: The perimeter of a rectangle is 12. Its area is represented by equation A = x(6 – x), where A is the area of the rectangle and x is the length of the rectangle. For the . function. A = x(6 – x), the D={real #s} and R={all numbers less than or equal to 9} (continuous). For the ...

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    • [DOC File]SYNTHETIC APERTURE RADAR - UAH

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      2.6.1 A Discrete-Time Model. For a single scatterer (i.e. ) we get (from Equation (34)). (47) After we (digitally) remove the quadratic phase term, the signal we process to form the image is. (48) Since (and for multiple scatterers) is a discrete-time signal we use the discrete-time Fourier transform (DFT) to find its Fourier transform.

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    • [DOC File]Continuous Random Variables

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      1) Review the differences between continuous and discrete RVs. 2) Describe the properties of a . uniform distribution. and the method for calculating the area beneath the curve. 3) Describe the properties of a . normal distribution. and of the . standard normal curve. 4) Calculate the area beneath the . SNC. of a given interval. 5) Learn to ...

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    • [DOC File]Comparing the Discrete and Continuous Logistic Models

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      There are actually two different logistic models that are in wide use. The original model is a continuous one based on the differential equation. P’ = aP – bP2. and a subsequent discrete model based on the difference equation ∆Pn = aPn – bPn2.

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    • [DOC File]Relations and Functions Project

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      Is your data discrete or continuous?_____ 6. Graph your data Other Relationships. Scenario A. The dispersal pattern tolerances of a competition shotgun can be modeled by the equation where x is the distance in meters aimed left (-) or right (+) of the target and y represents the distance down range away from the shooter.

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    • [DOCX File]lozarmath.weebly.com

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      What is the graph of each function rule (Don’t forget to make a table for each equation and use some negative numbers!) 12. y = -2x + 1. 13. y = x3 – 1. 13. Make a table and a graph! t. W = 8g + 700 (t,w) Part 5 (Writing a Function Rule) Write a function by the strategy we used in class: Relate, Define, Write.

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    • [DOC File]1

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      The discrete and continuous linear growth models are related in that the dynamic behaviors are similar at common time values. For example, with r = lnλ, the rate of growth of a continuously growing population corresponds at times t of the discrete model to a discrete linear equation with growth rate exp(r): Nt+1 = Nt exp(r). 1.3. Stability ...

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    • [DOC File]Chapter 5 Review Checklist

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      Notes in booklet – Distance and Midpoint section Discrete vs continuous - how do I tell from a graph? Word problem? Page 327, Q 8a, 10d Function notation vs equation in 2 variables notation - what is the difference? Page 326, q 4 How do I decide on a scale for my graph? Page 327, q 8a

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    • [DOC File]STATE VARIABLE SYSTEMS

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      Since the output equation is a nondynamical relation, we may simply write. yk= Cxk + Duk. (That is, the C and D matrices are unchanged on discretization. The design of digital controls proceeds as follows. First, a continuous-time state-variable model of the plant is derived. Then, As and Bs are determined using the above equations.

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