Simplifying Absolute Value Expressions

The process of simplifying absolute value expressions involves converting an expression that incorporates absolute value (for instance, |x-3|) into a more straightforward, corresponding form. The absolute value signifies a number's distance from zero, which is invariably positive. To simplify these expressions, it's beneficial to use various absolute value properties such as |a*b|=|a|*|b| and |a/b|=|a|/|b|.

The problems about Simplifying Absolute Value Expressions

Topic Problem Solution
None Simplify the expression |2x3||x1| wh… Step 1: For x<1, the absolute value of |2x3| will be 2x+3 and |x1| will …
None Evaluate the following expression when $x=-5, y=4… Given the expression |x|+2t6y and the values x=5, y=4, and t=7.