## MATLAB: An Introduction with Applications, 3rd Edition by Amos Gilat

By Amos Gilat

Designed for the most recent model of the preferred MATLAB software, MATLAB: An advent with purposes, 3/e calls for no past wisdom of computing device programming. The first bankruptcy describes easy beneficial properties of this system and indicates the right way to use it in simple math operations with scalars. the following chapters concentrate on the subject of arrays (the foundation of MATLAB), whereas the rest textual content covers a wide range of different functions. desktop monitors, tutorials, samples, and homework questions in math, technology, and engineering, give you the pupil with the sensible hands-on event wanted for overall proficiency.

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**Extra resources for MATLAB: An Introduction with Applications, 3rd Edition **

**Example text**

For example, in the vector B that was defined above the fourth element is the letter n, the twelfth element is J and so on. >> B(4) ans = n >> B(12) ans = J >> As with a vector that contains numbers, it is also possible to change specific elements by addressing them directly. For example, in the vector B above the name John can be changed to Bill by: 51 52 Chapter 2: Creating Arrays >> B(12:15)='Bill' B = My name is Bill Smith >> Using a colon to assign new characters to elements 12 through 15 in the vector B.

For example, the smallest common denominator of 1/4 and 1/10 is 20. Use the MATLAB Help Window to find a MATLAB built-in function that determines the least common multiple of two numbers. Then use the function to show that the least common multiple of: a) 4 and 14 is 28. b) 8 and 42 is 168. 23. 4 Joules is a constant (energy of a small reference earthquake). 9. E 0 = 10 24. The balance B of a savings account after t years when a principal P is invested at an annual interest rate r and the interest is compounded yearly is given by B = P ( 1 + r ) t .

8 DELETING ELEMENTS An element, or a range of elements, of an existing variable can be deleted by reassigning nothing to these elements. This is done by using square brackets with nothing typed in between them. By deleting elements a vector can be made shorter and a matrix can be made to have a smaller size. Examples are: >> kt=[2 8 40 65 3 55 23 15 75 80] Define a vector with 10 elements. kt = 2 8 40 65 3 55 23 15 kt = 8 80 Eliminate the sixth element. >> kt(6)=[] 2 75 40 65 3 23 15 >> kt(3:6)=[] 75 80 The vector now has 9 elements.