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  • Universal of a square
    Let and be left -modules. We say that is a universal of the square diagram if whenever we have another diagram there exist a unique homomorphism such that the following diagram commutes We want to show that the universal...
  • Solution of MMM#38
    MMM #38: Prove or disprove: The product of any four consecutive integers is always one less than a perfect square. Don’t assume the integers are all positive. Any four consecutive integers can be written as . The product of these numbers is Therefore the...
  • New Installation : Latex on Blogger/Blogspot
    This is the updated procedure of how to install latex on your Blogger. What’s New? The script located in a more stable location (in google server) rather than using watchmath.com server (which sometimes down for some unknown reason). New script, adapting the preference...
  • Solution to Worksheet 9 (Lines)
    Find the slope of the line through and 1. 2. Find an equation of the line that satisfies the given conditions. 3. Through ; slope 1 4. Through and 5. Slope 3; y-intercept -2 6. Through ; parallel to the -axis 7....
  • Worksheet 5 (Inequalities) Solution
    Solve the linear inequality. Express the solution using interval notation. 1.
  • Worked Problems (Another Type Equations)
    Find all real solutions of the equation. 1. 2. 3. 4. 5. 6. 7. 8. 9. 10.
  • Worked Problems (Quadratic Equations)
    Factor the following trinomials 1. 2. 3. Write the following equations in the form (for example the equation can be written as ) 4. 5. Find all real solutions to the equation. 6. 7. 8. 9. 10. A rectangular bedroom is...
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PostHeaderIcon Solving Absolute Value Inequality

Solving absolute value inequalities is based on these two properties of absolute value: We have equivalent to or . So the strategy of solving absolute value inequalities is to bring the term with absolute value to the left of the inequality and put the other terms on the right and then use the above property to remove the absolute value sign and solve the inequality.The videos below will give you a detail expanation about this and do some couple of problems using this principle. >


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PostHeaderIcon How To Solve Absolute Value Equation

What is the that makes ? The answer is really simple or . In general if (this is important). The equation always has to solutions, namely . So the strategy of solving equation with absolute value is to bring the absolute value to the left hand side and the rest on the right hand side and then use the property that has solutions . Here is an example:

Solve .

Rewrite the equation as . Now think of the terms inside the absolute value as one single entity. Then using the property mentioned above this entity must be equal to 2 or -2, mathematically or and then  you can solve each of these equation.

The video playlist below will give you more examples on how to solve equation with absolute value.


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PostHeaderIcon How To Sketch The Graph of a Piecewise Function

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A piecewise function is a function that is defined differently on different part of its domain. One of the most common function is the absolute value function. Absolute value function is defined as

This definition tells us that if your is non-negative () use the rule , otherwise use the rule .

In the video playslist below you will learn how to graph a piece wise function. You will also learn that given a graph of a piece wise function, how to construct the definition of the function itself and finally there is some tutorial how to graph a piecewise function on your calculator.


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