A summary of the four basic tactics for solving equations.
Review of three strategies for solving equations.
An equation is a statement that two quantities are equal. Explanation of an identity equation and identifying a statement that is not an equation.
This clip continues the previous discussion about viewing division as a shortcut for repeated subtraction or as the opposite of multiplication.
This clip explains that division is a shortcut for repeated subtraction, and is also the opposite of multiplication.
This clip explains that it's not necessary to write out all the division facts, because "
we can get them by working backward from the multiplication table."
This clip summarizes signed fractions. It explains that negative fractions are just as useful as any other kind of negative number. The clip then re-visits the question of what exactly constitutes a negative fraction. It states that, if the numerato...
This clip provides a subtracting signed fractions problem in which negative 3/5 is subtracted from 4/5. The clip advises the student to "
change the sign of the subtrahend and change the subtraction to addition. The problem become 4/5 plus positive...
This clip explains that we work with decimal fractions because, "
our way of writing numbers depends on the number ten, so sticking with powers of 10 makes the arithmetic very easy."
This clip summarizes how to solve equations. It describes the relationship between word problems, number sentences and equations, noting that the latter are, "
nothing more than a statement that two mathematical expressions are equal." The clip rev...