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Questions asking you to add, subtract, or multiply exponents are common on the GMAT Less common, but certainly still possible, are questions that deal with exponents with negative values, fractional values, or a value of zero However, you should know how to handle these cases First of all, any real number raised to the zero power equals 1: x0 = 1 3550 = 1 170 = 1 0000010 = 1 Nice and consistent, right An expression raised to a negative exponent means that you put the expression raised to the positive exponent in the denominator of a fraction (ie, on the bottom): x 5 = 15 x 3 = 1 = 1 3 33 27 Any number greater than 1 raised to a negative exponent will result in a number that is greater than 0 but less than 1 Try out a few numbers to verify that Now, a number raised to a fractional power

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Creating a form is similar to creating tables You start with a container tag, and then you place additional tags within the container The first tag to learn is the <form> tag This tag begins the process of building a form The form tag must have three attributes defined when the form is built These attributes, defined in Table 7-1, control how the form works

is a much more wily phenomenon Fractional exponents represent square roots, cube roots, and the like: x 5 = 5x 27 3 = 3 27 = 3 What is a root The square root of x is a number that when squared will equal x The cube root of x is the number that when cubed will equal x Thus, 4=2 9=3

3 4 1 1

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Describes the HTTP tool to send the data Names the form Used by programmers to identify the form in code

625 = 5

Higher-level root problems are considered difficult, so you are not likely to see them unless you re earning a high score The calculations for higher-level exponents and roots can get complicated in a hurry, so in order to make these problems possible, the GMAT tends to use the same numbers over and over You should familiarize yourself with the exponent values that have appeared frequently on GMATs in the past: 02 = 0, 03 = 0 (0 to any power other than 0 is 0; 00 =1)

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Each of the attributes in Table 7-1 is important The name attribute gives the form a unique identifier This name is very important to the programmers who are working with the form Unless you have specific instructions, you can name your form anything you want The method attribute describes how your web site will send the data Two choices are available A form may either POST data or GET data There are several technical differences between POST and GET Both deliver form data to the action URL However, POST is more secure than GET POST will hide the form contents from the user, while GET displays them The following illustration shows the differences between a POST and a GET result from a login form In the GET result, the data from the form is included in the URL Notice that the password is clearly visible The POST method hid the data Unless I say otherwise, I recommend using POST for all form transactions

12 = 1, 13 = 1 (1 to any power is 1) 22 = 4, 23 = 8, 24 = 16, 25 = 32, 26 = 64, 27 = 128, 28 = 256, 29 = 512, 210 = 1,024 32 = 9, 33 = 27, 34 = 81, 35 = 243 42 = 16, 43 = 64, 4 4 = 256 52 = 25, 53 = 125, 54 = 625 62 = 36, 63 = 216 72 = 49, 82 = 64, 92 = 81, 102 = 100, 112 = 121, 122 = 144, 132 = 169

It wouldn t be bad practice to do the calculations on all of these equations yourself in order to get your arithmetic skills up to speed All of these numbers have appeared on GMAT problems in the past, and they will appear on them again Note that the inverse of these equations provides you with square root values: 121 = 11, 5 32 = 2, and so on

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