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Numerical analysis

Precalculus - Function (Difference Quotient)

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Calculus
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Fields of mathematics
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Precalculus
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Calculus
Difference quotient
Attachment theory


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Note Taking Guide 1.5

Subject: 
Algebra
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Psychology
Thought
Numerical analysis
Behavioural sciences
Arithmetic
Accuracy and precision
Biostatistics
Critical thinking
Psychometrics
Significant figures
Precision
Attachment theory

1.05 Descriptive Modeling and Accuracy Essential Questions After completing this lesson, you will be able to answer the following questions: How do you define the appropriate quantities to model a situation or description? How do you choose the level of accuracy given the limitations of a situation? Main Idea (page #) DEFINITION OR SUMMARY EXAMPLE Precision Versus Accuracy Precision: _________________ Accuracy: _________________ Significant Figures Counting the amount of digits: How many significant figures would each have? 5.01 ___ significant figures 11 ____ 1.2 ____ 5.00____ Find the area of the rectangle with the following measurements: length= 8.2cm width= 10.4cm What would you need to round to based on the number of significant figures? ____

Significan Figures Worksheet

Subject: 
Physics
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Arithmetic
Numerical analysis
Round-off error
Significant figures
Rounding

Name: Block: Significant Figures & Rounding 1. For each of the following, ? Underline the significant figures in the number. ? Write the uncertainty as ? the appropriate quantity. (a) 57,300? 100 ?? Sample problem with correct answer. (b) 13,500 (c) 26.0012 (d) 02452 (e) 0.000 000 025 (f) 320. (g) 6.0? 10?7 (h) 150.00 (i) 10 (j) 0.005 310 0 2. Round off each of the following numbers as indicated. (a) 13,500 to the nearest 1,000 (b) 26.0012 to the nearest 0.1 (c) 02452 to the nearest 10,000 (d) 0.000 025 to the nearest 0.000 01 (e) 320. to the nearest 10 (f) 6.0? 10?7 to the nearest 10?6 (g) 150.00 to the nearest 100 (h) 10 to the nearest 100 3. Solve the following math problems and express the answer to the correct number of significant

Math

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Biology
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Software
Array programming languages
Mathematical software
Numerical analysis
Scilab
MATLAB
Computational science
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Technology
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Math workshop

Module 1 Introduction to Scilab 1.1 Introduction MATLAB and Scilab are (mostly) equivalent software packages commonly used to perform scientific computations. Scilab (http://www.scilab.org ) is a MATLAB clone and is the open source software we will use throughout the workshops this semester. A full and proper introduction to Scilab requires more time than we have so here we will only go through the very basics. 1.1.1 Some basics If you feel you need more assistance, type help at the Scilab prompt, or pull down on the Help menu on a PC. It is important to make sure that your current directory is the directory where you are going to save all your work to. You can click File ! Display current directory to see what your current directory is set as. If you want to work 1
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