Solving a system of equations in which the variable terms are not multiples of each other and have no common factors, using multiplication to eliminate the 'x' variable.
Solving a system of equations in which the variable terms are not multiples of each other and have no common factors, using multiplication to eliminate the 'y' variable.
Parentheses indicate a package and are a tool for changing the order of operations.
A specific formula is developed to solve a practical problem of converting scale length to real length in a scale drawing.
Writing an equation in slope-intercept form given the slope and a point on the line.
Using the slope-intercept form, the line can be graphed simply by plotting the y-intercept and using that slope to find the second point.
Using the coordinates of two points on a line to write an equation involving the Celsius and Fahrenheit temperature scales.
Using the quadratic equation to solve a practical problem that involves finding calculating the width and length a driveway can be given a budgeted amount of money.
How drawing a table can help to evaluate data and turn it into an equation that can be solved.
The commutative and associative laws for addition can be combined. Demonstration of using the associative and commutative laws together in an addition problem.