DBRIDGEWATER.INFO

Don Bridgewater's Resource Site

Microsoft Office 2007/2010 Converters. Don Bridgewater’s Resource Site. The purpose of this site is to provide information and links to information for my students. This will be a continual work-in-progress and is not intended to be complete at any given time. As additional resources and materials become available, they will appear here. Graphing Parabolas in Excel. Notes on Absolute Value. Notes on Rational Equations. Notes on Long Division of Polynomials. Inverse Trigonometric Functions (Alt).

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Donald Bridgewater

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Donald Bridgewater

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Donald Bridgewater

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Don Bridgewater's Resource Site | dbridgewater.info Reviews

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Microsoft Office 2007/2010 Converters. Don Bridgewater’s Resource Site. The purpose of this site is to provide information and links to information for my students. This will be a continual work-in-progress and is not intended to be complete at any given time. As additional resources and materials become available, they will appear here. Graphing Parabolas in Excel. Notes on Absolute Value. Notes on Rational Equations. Notes on Long Division of Polynomials. Inverse Trigonometric Functions (Alt).

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3 uop student web

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7 mathtype download

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Don Bridgewater's Resource Site | dbridgewater.info Reviews

https://dbridgewater.info

Microsoft Office 2007/2010 Converters. Don Bridgewater’s Resource Site. The purpose of this site is to provide information and links to information for my students. This will be a continual work-in-progress and is not intended to be complete at any given time. As additional resources and materials become available, they will appear here. Graphing Parabolas in Excel. Notes on Absolute Value. Notes on Rational Equations. Notes on Long Division of Polynomials. Inverse Trigonometric Functions (Alt).

INTERNAL PAGES

dbridgewater.info

1

Do We Think About It?

http://www.dbridgewater.info/Notes/AssocComm.htm

How the Associative and Commutative Properties. Of Addition Can Justify a Common Action. The final separation is done because it is faster when dealing with significant numbers of entries to hit the key every time instead of having to decide whether to hit the key or the - key on each and every item. The hand movement alone will slow the process, and the decision factor serves to slow it even more. 3 7 5 2 1 6 9 8 4 3 ; The starting point. 3 7 ( 5) ( 2) 1 ( 6) 9 ( 8) ( 4) 3 ; Def. of Subtraction. 3 7 1 9...

2

Graphing Inequalities

http://www.dbridgewater.info/Notes/GraphingInequalities.htm

Graphing Systems of Inequalities. As much as this is about the mathematics, it is also about the actual drawing of the graphs, too. Consequently, both aspects will be discussed here. Suppose we are to solve the following system of inequalities:. Okay, the first thing we find is that. As both its x. Intercept and its y. Intercept. Therefore, we must find a second point in order to be able to graph this equation. To find a second point, select any. This graph was created by first making a Master Graph.

3

MathType Procedure

http://www.dbridgewater.info/Notes/UsingMathType.htm

Here is an example of how to use MathType to enter mathematical expressions. 1) Here is my screen when I am in Word. 2) Now I am pointing to the box just above the first I in Insert Inline Equation . Notice that my Word cursor is in the fourth line. 3) After I click on Insert Inline Equation , a new window opens. Notice that the heading on the new window confirms where the contents will be placed when I close the window. 4) Now, I have typed an equation.

4

Final Note on Strategies for Solving Equations

http://www.dbridgewater.info/Notes/StrategiesFinal.htm

A Final Note on Strategies for Solving Equations. When dealing with rational expressions or radicals, you are not finished until you have checked each and every solution found to insure that it is valid. Note: You must check in the original equation and strictly evaluate!

5

A Note on Solving Rational Equations

http://www.dbridgewater.info/Notes/RationalEquations.htm

Notes on Solving Rational Equations. There is frequently more than one way to approach a problem. Here is an example of an alternate approach to solving equations involving rational expressions and determining whether or not a solution might be extraneous. Recall that the domain. Perhaps it would be a good idea to look at an example of how to do this. For the first expression,. For the second expression,. For the third expression,. The intersection of these sets is. So what we know now is that neither 0.

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