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Course: VER 9, Fall 2009
School: CSU Northridge
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Quick PSpice Reference PSpice shortcut keys PSpice toolbars PSpice Model Editor shortcut keys and toolbar PSpice Stimulus Editor shortcut keys and toolbar Cadence PCB Systems Division (PSD) offices PSD main office (Portland) PSD Irvine office PSD Japan office PSD UK office PSD customer support PSD web site PSD customer support web page PSD customer support email form (503) 671-9500 (949) 788-6080 81-45-682-5770...

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Coursehero >> California >> CSU Northridge >> VER 9

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Quick PSpice Reference PSpice shortcut keys PSpice toolbars PSpice Model Editor shortcut keys and toolbar PSpice Stimulus Editor shortcut keys and toolbar Cadence PCB Systems Division (PSD) offices PSD main office (Portland) PSD Irvine office PSD Japan office PSD UK office PSD customer support PSD web site PSD customer support web page PSD customer support email form (503) 671-9500 (949) 788-6080 81-45-682-5770 44-1256-381-400 (877) 237-4911 www.orcad.com www.orcad.com/technical/technical.asp www.orcad.com/technical/email_support.asp PSpice shortcut keys Key CTRL+A CTRL+C CTRL+SHIFT+C CTRL+F CTRL+SHIFT+F CTRL+G CTRL+H CTRL+I CTRL+SHIFT+I CTRL+L CTRL+SHIFT+L CTRL+SHIFT+M CTRL+N CTRL+SHIFT+N CTRL+O CTRL+P CTRL+SHIFT+P CTRL+SHIFT+R CTRL+SHIFT+S CTRL+SHIFT+T CTRL+U CTRL+V CTRL+X CTRL+SHIFT+X CTRL+Y CTRL+SHIFT+Y F1 F3 ALT+F4 F12 INSERT DELETE CTRL+DELETE Mode or user interface item Zoom menu (on the View menu) Edit menu Cursor menu (on the Trace menu) Edit menu Cursor menu (on the Trace menu) Edit menu Edit menu Zoom menu (on the View menu) Cursor menu (on the Trace menu) Zoom menu (on the View menu) Cursor menu (on the Trace menu) Cursor menu (on the Trace menu) With a PSpice window active Cursor menu (on the Trace menu) File menu File menu Cursor menu (on the Trace menu) Cursor menu (on the Trace menu) Cursor menu (on the Trace menu) Cursor menu (on the Trace menu) With a waveform window active Edit menu Edit menu Cursor menu (on the Trace menu) With a waveform window active With a waveform window active Help menu Edit menu File menu With a waveform window active With a waveform window active Edit menu With a waveform window active Function or menu command Area Copy Display Find Freeze Goto Line Replace In Point Redraw Slope Min Creates a new text file Next Transition Open Print Peak Previous Transition Search Commands Trough Restores the last deleted traces Paste Cut Max Add a Y axis Delete a Y axis Help Topics Find Next Exit Restores the last waveform window Opens the Add Traces dialog box Delete Deletes all traces in the waveform window PSpice Quick Reference PSpice toolbars PSpice toolbar in Capture Tool Name New simulation profile Edit simulation settings Run View simulation results Description Opens the New Simulation dialog box. Equivalent to the New Simulation Profile command on the PSpice menu. Opens the Simulation Settings dialog box. Equivalent to the Edit Simulation Settings command on the PSpice menu. Runs the simulation. Equivalent to the Run command on the PSpice menu. Opens the simulation window. Equivalent to the View Simulation Results command on the PSpice menu. Voltage Places a voltage level marker on the schematic page. Equivalent to the Voltage Level level marker command on the Markers menu (on the PSpice menu). Current into Places a current into pin marker on the schematic page. Equivalent to the Current Into Pin pin marker command on the Markers menu (on the PSpice menu). Voltage differential marker Places a voltage differential marker on the schematic page. Equivalent to the Voltage Differential command on the Markers menu (on the PSpice menu). File toolbar in PSpice Tool Name New Open Description Opens a new simulation file or a new text file. Equivalent to the Simulation Profile command or Text File command on the New menu (on the File menu). Opens a data file. Equivalent to the Open command on the File menu. Append file Opens the Append dialog box, which you use to append a data file to the current waveform data. Equivalent to the Append Waveform (.DAT) command on the File menu. Save Print Saves the active file. Equivalent to the Save command on the File menu. Prints the active file. Similar to the Print command on the File menu. PSpice Quick Reference PSpice toolbars (continued) Edit toolbar in PSpice Tool Name Cut Copy Paste Undo Redo Toggle bookmark Next bookmark Previous bookmark Clear all bookmarks Description Removes the selected object and places it on the Clipboard. Equivalent to the Cut command on the Edit menu. Copies the selected object to the Clipboard. Equivalent to the Copy command on the Edit menu. Pastes the contents of the Clipboard at the cursor. Equivalent to the Paste command on the Edit menu. Undoes the last command performed. Equivalent to the Undo command on the Edit menu. Redoes the last command performed. Equivalent to the Redo command on the Edit menu. Toggles a bookmark at the current line. Equivalent to the Toggle Bookmark command on the Edit menu. Moves to the next bookmark. Equivalent to the Next Bookmark command on the Edit menu. Moves to the previous bookmark. Equivalent to the Previous Bookmark command on the Edit menu. Clears all bookmarks in the active window. Equivalent to the Clear Bookmarks command on the Edit menu. Simulate toolbar in PSpice Tool Name Run Pause Description Runs the current simulation. Equivalent to the Run command on the Simulation menu. Pauses the simulation run. Equivalent to the Pause command on the Simulation menu. PSpice Quick Reference PSpice toolbars (continued) Probe toolbar in PSpice Tool Name Zoom in Zoom out Zoom area Zoom fit Log X axis Description Zooms in on a specified point. Equivalent to the In command on the Zoom menu (on the View menu). Zooms out from a specified point. Equivalent to the Out command on the Zoom menu (on the View menu). Zooms in on a selected area of a graph. Equivalent to the Area command on the Zoom menu (on the View menu). Zooms to show all traces and labels. Equivalent to the Fit command on the Zoom menu (on the View menu). Toggles the X axis between log and linear scaling. Equivalent to selecting the Log option or Linear option in the X Axis tab in the Axis Settings dialog box (accessed by choosing the Axis Settings command on the Plot menu). Toggles between displaying the Fourier transform of all analog traces in the selected plot. Equivalent to the Fourier (or End Fourier) command on the Trace menu. Fourier Performance Toggles the performance analysis on and off. Equivalent to the Performance Analysis analysis command on the Trace menu. NOTE: This toolbar button and corresponding menu command are not available in PSpice A/D Basics. Log Y axis Toggles the Y axis between log and linear scaling. Equivalent to selecting the Log option or Linear option in the Y Axis tab in the Axis Settings dialog box (accessed by choosing the Axis Settings command on the Plot menu). Opens the Add Traces dialog box, which you use to add a trace (or traces) to a selected plot. Equivalent to the Add Trace command on the Trace menu. Opens the Evaluate Goal Function(s) dialog box, which you use to evaluate a goal function value. Equivalent to the Eval Goal Function command on the Trace menu. NOTE: This toolbar button and corresponding menu command are not available in PSpice A/D Basics. Opens the Text Label dialog box, which you use to add a text label to a graph. Equivalent to the Text command on the Label menu (on the Plot menu). Marks data points on analog traces. Equivalent to selecting the Mark Data Points option in the Probe Options dialog box (accessed by choosing the Options command on the Tools menu). Toggles the display of Probe the cursor on and off. Equivalent to the Display command on the Cursor menu (on the Trace menu). Add trace Eval goal function Text label Mark data points Toggle cursor PSpice Quick Reference PSpice toolbars (continued) Cursor toolbar in PSpice Tool Name Description Cursor peak Positions the cursor at the next peak value. Equivalent to the Peak command on the Cursor menu (on the Trace menu). Cursor trough Positions the cursor at the next trough. Equivalent to the Trough command on the Cursor menu (on the Trace menu). Cursor slope Positions the cursor at the next slope. Equivalent to the Slope command on the Cursor menu (on the Trace menu). Cursor min Cursor max Positions the cursor at the next minimum value. Equivalent to the Min command on the Cursor menu (on the Trace menu). Positions the cursor at the next maximum value. Equivalent to the Max command on the Cursor menu (on the Trace menu). Cursor point Positions the cursor at the next data point. Equivalent to the Point command on the Cursor menu (on the Trace menu). Cursor search Cursor next tran Opens the Search Command dialog box, which you use to position the cursor at a specific place along a trace. Equivalent to the Search Commands command on the Cursor menu (on the Trace menu). Positions the cursor at the next digital transition. Equivalent to the Next Transition command on the Cursor menu (on the Trace menu). Cursor prev Positions the cursor at the previous digital transition. Equivalent to the Previous Transition tran command on the Cursor menu (on the Trace menu). Mark label Marks the current cursor location with a value. Equivalent to the Mark command on the Label menu (on the Plot menu). PSpice Quick Reference PSpice Model Editor shortcut keys and toolbar NOTE: PSpice Model Editor is not available in PSpice A/D Basics. PSpice Model Editor shortcut keys Key CTRL+C CTRL+N CTRL+O CTRL+P CTRL+S CTRL+V CTRL+X F1 ALT+F4 DELETE Mode or user interface item Edit menu File menu File menu File menu File menu Edit menu Edit menu Help menu File menu Edit menu Function or menu command Copy New Open Print Save Paste Cut Help Topics Exit Delete PSpice Model Editor toolbar Tool Name Description New library Creates a new library. Equivalent to the New command on the File menu. Open library Opens an existing library. Equivalent to the Open command on the File menu. Save library Saves the active library. Equivalent to the Save command on the File menu. Print model directly Print preview Cut Copy Paste Prints the active model. Similar to the Print command on the File menu. Displays print preview pages of the model data. Equivalent to the Print Preview command on the File menu. Removes the selected object and places it on the Clipboard. Equivalent to the Cut command on the Edit menu. Copies the selected object to the Clipboard. Equivalent to the Copy command on the Edit menu. Pastes the contents of the Clipboard at the cursor. Equivalent to the Paste command on the Edit menu. PSpice Quick Reference PSpice Model Editor shortcut keys and toolbar (continued) PSpice Model Editor toolbar (continued) Tool Name Zoom in Zoom out Zoom area Zoom to fit data New model Toggle X Description Zooms in about the center of the plot. Equivalent to the In command on the View menu. Zooms out about the center of the plot. Equivalent to the Out command on the View menu. Zooms to fit a selected area. Equivalent to the Area command on the View menu. Zooms to show all data in the plot. Equivalent to the Fit command on the View menu. Inserts a new model into the library. Equivalent to the New command on the Model menu. Toggles the X axis between log and linear scaling. Equivalent to selecting the Log option or Linear option in the Axis Settings dialog box (accessed by choosing the Axis Settings command on the Plot menu). Toggles the Y axis between log and linear scaling. Equivalent to selecting the Log option or Linear option in the Axis Settings dialog box (accessed by choosing the Axis Settings command on the Plot menu). Extracts new parameters from your specifications. Equivalent to the Extract Parameters command on the Tool menu. Synchronizes the splitter bars in the model data windows within the Spec Entry document window. Equivalent to selecting the Synchronize Graph Splitter Window opti...

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CSU Northridge - VER - 9
Orcad Capture Quick ReferenceShortcut keys The toolbar The schematic page editor tool palette The part editor tool paletteCadence PCB Systems Division (PSD) offices PSD main office (Portland) PSD Irvine office PSD Japan office PSD UK office PSD c
CSU Northridge - VER - 9
Orcad LayoutAutoplacement Users GuideCopyright 1985-2000 Cadence Design Systems, Inc. All rights reserved. Trademarks Allegro, Ambit, BuildGates, Cadence, Cadence logo, Concept, Diva, Dracula, Gate Ensemble, NC Verilog, OpenBook online documenta
CSU Northridge - VER - 9
Orcad Layout Quick ReferenceShortcut keys Toolbar Command mapping from Layout v7.10 to Layout Release 9Cadence PCB Systems Division (PSD) offices PSD main office (Portland) PSD Irvine office PSD Japan office PSD UK office PSD customer support PSD
CSU Northridge - VER - 9
capug.book Page 1 Tuesday, May 23, 2000 12:08 PMOrcad CaptureUsers Guidecapug.book Page 2 Tuesday, May 23, 2000 12:08 PMCopyright 1985-2000 Cadence Design Systems, Inc. All rights reserved. Trademarks Allegro, Ambit, BuildGates, Cadence, Cad
CSU Northridge - WS - 20500
ANNOUNCEMENT OF ANTICIPATED PART-TIME FACULTY POSITION OPENINGS18111 Nordhoff Street Northridge, California 91330 Department: Gender & Womens Studies 2009 Effective Date of Appointment: Fall 2008 and/or SpringAll part-time faculty appointments ar
CSU Northridge - VCGEO - 005
ARTICLETime to Accumulate Chloride Ions in the Worlds OceansCreationisms Young Earth Not SupportedINTRODUCTION Some creation scientists claim that the earth is only about 6000 years old, but this assertion is not based on science.They also object
CSU Northridge - KFS - 103
Math 103 Section 3.1, 3.2: Math of Finance: solving for timeThree ways to compute future valueSimple interest Compound interest Continuous compounded interest A = P (1 + rt) A = P (1 + i)n A = P ertThese formulas can also be used to compute the
CSU Northridge - KFS - 4816
Math 103 Section 3.1, 3.2: Math of Finance: solving for timeThree ways to compute future valueSimple interest Compound interest Continuous compounded interest A = P (1 + rt) A = P (1 + i)n A = P ertThese formulas can also be used to compute the
CSU Northridge - KFS - 4816
Katherine F. StevensonDepartment of Mathematics California State University, Northridge, CA 91330 Telephone: (818)677-6446; Email: Katherine.Stevenson@csun.edu Web: http:/www.csun.edu/kfs4816/Education: B.S., Mount Holyoke College, June 1989. Cum
CSU Northridge - KFS - 4816
NAME: CALCULUS II (Math 150B): Final. General Instructions 1. You are allowed your cheatsheat (one page, front and back allowed). 2. NO Calculators. 3. Please show all your work, unless explicitly instructed not to do so. 4. You may use the tables in
CSU Northridge - KFS - 4816
Practice Test 3 1. In each of the following determine whether the series converges or diverges. Circle your answer. You do not need to show all your work. (a)(1)k k=0 k2 +3 .Converges (b) 1 k=2 (ln n)2 n .DivergesConverges (c) k=1 (k1/3 1)
CSU Northridge - KFS - 4816
Homework: Vectors Math 150B. 1. Let a = 2j + 3j, b = 2j 3j and c = 5j. Compute the following: (a) 2a 4b; (b) a b; (c) a (b + c; (d) (2a 4b) 5c; (e) b b |b|; 2. Find the cosine of the angle between the vectors a and b below. (a) a = j 3j and
CSU Northridge - KFS - 4816
CALCULUS II (Math 150B): Practice Midterm II.1. Suppose that Alice computed the Left, Right, Trapezoidal, and Midpoint approximations with 10 partitions to 01 f (x)dx, where f (x) is as shown below. She wrote them on cards, but forgot to label whic
CSU Northridge - KFS - 103
4.2 Systems of Linear equations and Augmented Matrices1. 2.3.It is impractical to solve more complicated linear systems by hand. Computers and calculators now have built in routines to solve larger and more complex systems. Matrices, in conjunct
CSU Northridge - KFS - 4816
4.2 Systems of Linear equations and Augmented Matrices1. 2.3.It is impractical to solve more complicated linear systems by hand. Computers and calculators now have built in routines to solve larger and more complex systems. Matrices, in conjunct
CSU Northridge - KFS - 320
Course Notes for Math 320: Fundamentals of Mathematics Analysis.May 4, 20061Completeness Property1. A is bounded above if there is a real number b R such that a b for all a A. 2. A is bounded below if there is a real number l R such that a
CSU Northridge - KFS - 4816
Course Notes for Math 320: Fundamentals of Mathematics Analysis.May 4, 20061Completeness Property1. A is bounded above if there is a real number b R such that a b for all a A. 2. A is bounded below if there is a real number l R such that a
CSU Northridge - KFS - 103
WARM UP EXERCISEThe ozone level (in parts per billion) on a summer day at R University is given by P(x) = 80 + 12t t 2 Where t is hours after 9 am. 1. P (x). 2. Find P (3) and P (3). 3. Write an interpretation.Given y = f (x) then the derivativ
CSU Northridge - KFS - 4816
WARM UP EXERCISEThe ozone level (in parts per billion) on a summer day at R University is given by P(x) = 80 + 12t t 2 Where t is hours after 9 am. 1. P (x). 2. Find P (3) and P (3). 3. Write an interpretation.Given y = f (x) then the derivativ
CSU Northridge - KFS - 320
Math 320 Project Equivalence of 2-by-2 integral matricesSeptember 8, 20051An equivalence relation on integral matricesThis project is about an equivalence relation on 2-by-2 integral matrices. Our notation for these matrices is: M2 (Z) = a b
CSU Northridge - KFS - 4816
Math 320 Project Equivalence of 2-by-2 integral matricesSeptember 8, 20051An equivalence relation on integral matricesThis project is about an equivalence relation on 2-by-2 integral matrices. Our notation for these matrices is: M2 (Z) = a b
CSU Northridge - KFS - 320
Course Notes for Math 320: Fundamentals of Mathematics Chapter 2: Sets.September 15, 20041Introdction to SetsDenition 1.1. A set A is a well dened collection of objects. If a is an element of A then we write a A. Remark 1.2. Well dened means
CSU Northridge - KFS - 4816
Course Notes for Math 320: Fundamentals of Mathematics Chapter 2: Sets.September 15, 20041Introdction to SetsDenition 1.1. A set A is a well dened collection of objects. If a is an element of A then we write a A. Remark 1.2. Well dened means
CSU Northridge - KFS - 103
4.5 Inverse of a Square MatrixIn this section, we will learn how to find an inverse of a square matrix (if it exists) and learn the definition of the identity matrix.Identity Matrix for Multiplication:The number 1 is called the multiplicative ide
CSU Northridge - KFS - 4816
4.5 Inverse of a Square MatrixIn this section, we will learn how to find an inverse of a square matrix (if it exists) and learn the definition of the identity matrix.Identity Matrix for Multiplication:The number 1 is called the multiplicative ide
CSU Northridge - KFS - 103
4.4 Matrices: Basic OperationsAddition and subtraction of matrices Product of a number k and a matrix M Matrix Product.Addition and Subtraction of matrices! !To add or subtract matrices, they must be of the same size mxn. To add matrices of th
CSU Northridge - KFS - 4816
4.4 Matrices: Basic OperationsAddition and subtraction of matrices Product of a number k and a matrix M Matrix Product.Addition and Subtraction of matrices! !To add or subtract matrices, they must be of the same size mxn. To add matrices of th
CSU Northridge - KFS - 320
NAME: FINAL: Fundamentals of Mathematics (Math 320) Stevenson General Instructions 1. You are allowed your cheatsheat. 2. NO Calculators. 3. Please show all your work, unless explicitly instructed not to do so. 4. Please ask if you are not sure of an
CSU Northridge - KFS - 4816
NAME: FINAL: Fundamentals of Mathematics (Math 320) Stevenson General Instructions 1. You are allowed your cheatsheat. 2. NO Calculators. 3. Please show all your work, unless explicitly instructed not to do so. 4. Please ask if you are not sure of an
CSU Northridge - KFS - 103
Math 103 Section 3.1, 3.2: Math of Finance simple interest compound interestSimple Interest:A = P (1 + rt) A: amount, or future value P : principal, or present value r: annual simple interest rate (decimal form) t time in years.1Example
CSU Northridge - KFS - 4816
Math 103 Section 3.1, 3.2: Math of Finance simple interest compound interestSimple Interest:A = P (1 + rt) A: amount, or future value P : principal, or present value r: annual simple interest rate (decimal form) t time in years.1Example
CSU Northridge - KFS - 320
Project Notes for Math 320: Fundamentals of Mathematics Recurrence Relations.August 17, 20051Silly examplePlease complete the following: 1. Consider the table below: n 0 1 2 3 4 5 6 k 3 XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX
CSU Northridge - KFS - 4816
Project Notes for Math 320: Fundamentals of Mathematics Recurrence Relations.August 17, 20051Silly examplePlease complete the following: 1. Consider the table below: n 0 1 2 3 4 5 6 k 3 XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX XX
CSU Northridge - KFS - 320
Course Notes for Math 320: Fundamentals of Mathematics Homework Hints for Number Theory.October 5, 200588 Let r1 , r2 , r3 , . be an innite sequence of nonnegative integers such that r1 > r2 > r3 > . Prove that for some number k N, rk = 0. Hint: (
CSU Northridge - KFS - 4816
Course Notes for Math 320: Fundamentals of Mathematics Homework Hints for Number Theory.October 5, 200588 Let r1 , r2 , r3 , . be an innite sequence of nonnegative integers such that r1 > r2 > r3 > . Prove that for some number k N, rk = 0. Hint: (
CSU Northridge - KFS - 103
WARM UP EXERCSEA cable company has found that the total number N (in thousands) of subscribers t months after the installation of the system is given by N( t ) = 200t / (t + 5) Find N (15) and N (15). Write an interpretation of these results.11
CSU Northridge - KFS - 4816
WARM UP EXERCSEA cable company has found that the total number N (in thousands) of subscribers t months after the installation of the system is given by N( t ) = 200t / (t + 5) Find N (15) and N (15). Write an interpretation of these results.11
CSU Northridge - KFS - 103
Math 103 Section 2.2: Elementary Functions and Transformations1. A beginning library of elementary functions2. Graphs of elementary functions3. Shifts and stretches4. Piecewise -dened functions1Beginning Library identity function f (x) =
CSU Northridge - KFS - 4816
Math 103 Section 2.2: Elementary Functions and Transformations1. A beginning library of elementary functions2. Graphs of elementary functions3. Shifts and stretches4. Piecewise -dened functions1Beginning Library identity function f (x) =
CSU Northridge - KFS - 103
103 Section 3.1, 3.2: Math of Finance continued simple interest compound interest continuous compounded interestThree ways to compute future valueSimple interest Compound interest Continuous compounded interest A = P (1 + rt) A = P (1 + i)n A =
CSU Northridge - KFS - 4816
103 Section 3.1, 3.2: Math of Finance continued simple interest compound interest continuous compounded interestThree ways to compute future valueSimple interest Compound interest Continuous compounded interest A = P (1 + rt) A = P (1 + i)n A =
CSU Northridge - KFS - 320
Course Notes for Math 320: Fundamentals of Mathematics Chapter 4: Relations, Equivalence Relations and Congruence.March 14, 20061RelationsDenition 1.1. (Kazimierz Kuratowski) Let S be a set and let a and b be members of S. The ordered pair (a,
CSU Northridge - KFS - 4816
Course Notes for Math 320: Fundamentals of Mathematics Chapter 4: Relations, Equivalence Relations and Congruence.March 14, 20061RelationsDenition 1.1. (Kazimierz Kuratowski) Let S be a set and let a and b be members of S. The ordered pair (a,
CSU Northridge - KFS - 103
Practice Math 103 Spring 2007: Midterm III. You are allowed your cheatsheat 1/4 of a page. 1. Find the derivatives of the following functions and simplify. (a) q(x) = 4x5 + 3x2 (b) n(x) = (c) m(x) =4x+3 (7x1)2 4x+3 (7x1)2 1/32. Use the denition of
CSU Northridge - KFS - 4816
Practice Math 103 Spring 2007: Midterm III. You are allowed your cheatsheat 1/4 of a page. 1. Find the derivatives of the following functions and simplify. (a) q(x) = 4x5 + 3x2 (b) n(x) = (c) m(x) =4x+3 (7x1)2 4x+3 (7x1)2 1/32. Use the denition of
CSU Northridge - KFS - 320
Project Notes for Math 320: Fundamentals of Mathematics Partitions ARE Equivalence Relations.August 31, 20051Introduction to Partitions and CountingS = {1, 2, 3, 4, 5, 6, 7}Example 1.1. Let Consider the following three subsets of the power s
CSU Northridge - KFS - 4816
Project Notes for Math 320: Fundamentals of Mathematics Partitions ARE Equivalence Relations.August 31, 20051Introduction to Partitions and CountingS = {1, 2, 3, 4, 5, 6, 7}Example 1.1. Let Consider the following three subsets of the power s
CSU Northridge - KFS - 103
WARM UP EXERCSERoots, zeros, and x-intercepts.f (x) = x 2 ! 25 f (x) = x 2 + 25 f (x) = x 3 ! 25xf (x) = polynomial, f (a) = 0 ! f (x) = (x - a)g(x)1 2-3 Polynomials and Rational FunctionsStudents will learn about: Polynomial functionsBeha
CSU Northridge - KFS - 4816
WARM UP EXERCSERoots, zeros, and x-intercepts.f (x) = x 2 ! 25 f (x) = x 2 + 25 f (x) = x 3 ! 25xf (x) = polynomial, f (a) = 0 ! f (x) = (x - a)g(x)1 2-3 Polynomials and Rational FunctionsStudents will learn about: Polynomial functionsBeha
CSU Northridge - KFS - 103
Warm upDescribe in words and shade on the number lines the solutions to: x <3 x!2 <3 x+2 <3 5x < 15!5x < 151Definition of limit of sequence of numberse = 2.7182818284590452353602874713526624977572470936999595Roughly speaking the limit means
CSU Northridge - KFS - 4816
Warm upDescribe in words and shade on the number lines the solutions to: x <3 x!2 <3 x+2 <3 5x < 15!5x < 151Definition of limit of sequence of numberse = 2.7182818284590452353602874713526624977572470936999595Roughly speaking the limit means
CSU Northridge - KFS - 103
Math 103 Section 2.3: Quadratic Functions and Parabolas Parabolas Quadratic equations and functions Graphs of quadratic functions ApplicationsQuadratic Functions and ExpressionsA quadratic function has two forms: f (x) = ax2 + bx + c (standa
CSU Northridge - KFS - 4816
Math 103 Section 2.3: Quadratic Functions and Parabolas Parabolas Quadratic equations and functions Graphs of quadratic functions ApplicationsQuadratic Functions and ExpressionsA quadratic function has two forms: f (x) = ax2 + bx + c (standa
CSU Northridge - KFS - 103
Math 103 Section 1.2: Linear Equations and Graphing Linear Equations in two variables Graphing Ax + By = C Slope of a line Special Forms of a linear equation More applicationsThe Price-demand equation again: d = 1720 .50p. We can represent ma
CSU Northridge - KFS - 4816
Math 103 Section 1.2: Linear Equations and Graphing Linear Equations in two variables Graphing Ax + By = C Slope of a line Special Forms of a linear equation More applicationsThe Price-demand equation again: d = 1720 .50p. We can represent ma
CSU Northridge - KFS - 103
WARM UP EXERCISEPlease take derivatives of the following: y = 3x 4 x + 4 x 1 + x 2/3 x 5 + x7/5110.7 Marginal Analysis in Business and EconomicsThe student will learn about: Marginal cost, revenue, and profit Applications21Marginal Cos
CSU Northridge - KFS - 4816
WARM UP EXERCISEPlease take derivatives of the following: y = 3x 4 x + 4 x 1 + x 2/3 x 5 + x7/5110.7 Marginal Analysis in Business and EconomicsThe student will learn about: Marginal cost, revenue, and profit Applications21Marginal Cos
CSU Northridge - KFS - 103
4.3 Gauss Jordan Elimination! !Any linear system must have exactly one solution, no solution, or an infinite number of solutions. Just as in the 2X2 case: the term consistent and independent is used to describe a system with a unique solution,
CSU Northridge - KFS - 4816
4.3 Gauss Jordan Elimination! !Any linear system must have exactly one solution, no solution, or an infinite number of solutions. Just as in the 2X2 case: the term consistent and independent is used to describe a system with a unique solution,
CSU Northridge - KFS - 103
10.4 The DerivativeThe student will learn about: Rate of change Slope of the tangent line The derivative Existence/Nonexistence of the derivative1Difference Quotient: SlopeThe difference quotient that follows gives the average rate of change of
CSU Northridge - KFS - 4816
10.4 The DerivativeThe student will learn about: Rate of change Slope of the tangent line The derivative Existence/Nonexistence of the derivative1Difference Quotient: SlopeThe difference quotient that follows gives the average rate of change of