This clip explains that the rules for working with signed fractions are exactly the same as for any other signed numbers. "Wherever you find the negative sign," the clips states, "
move it out in front of the entire fraction, then treat the fractio...
An introduction to using the algebraic method of substitution to solve a system of equations in which one of the equations is not in slope-intercept form.
The associative law for addition: (a b) c = a (b c).
Demonstration of adding terms in a complex algebraic expression and a practical problem demonstrating application of this skill in the real world.
This clip explains the use of parentheses to eliminate the confusion that might arise if two signs are written next to each other, as when adding a negative number. The clip notes that we don't run into this problem with positive numbers, because in...
This clip summarizes how to add signed numbers. It reviews two important rules, one pertaining to addition when the addends have the same sign, the other to addition when the addends have different signs. The clip also revisits the addition of 3 or ...
This clip presents a variety of hints and tricks that make learning the 100 addition facts simple and automatic. Among these are the identity for addition, and re-grouping addends in the easiest possible order.
The rule for raising a power to a power is demonstrated in simplifying a monomial in which an exponent is outside parentheses.
Two examples evaluating the effect of parentheses on algebraic expressions.
Practice factoring a trinomial in which the last term is negative: 8x2 10x - 25.