Another way to eliminate terms that are additive inverses is by subtraction.
A word problem involving rate, time, and distance is solved step-by-step using the elimination method.
Using the elimination method to solve a practical problem involving a scale, a spring, and some weights.
Three different approaches to solving the same practical problem are demonstrated. Two approaches using one variable and a two-variable system all produce the same solution to the question of how many balcony seats and how many floor seats can be so...
Systems of equations that contain fractions can be difficult to work with. Clearing the fractions in such a system by multiplying each equation by the least common denominator of the fractions in the equation can be a good strategy to employ.
Using the elimination method to solve a system of equations will sometimes require rewriting one of the equations.
Calculating the number of houses and apartments that can be built on a 60-acre parcel of land given the amount of land allowed for each living unit is expressed in a system of equations involving fractions and solved using the least common denominat...
Solve a practical problem involving making pizzas, given the ingredients available to use and how much of each ingredient is used for each pizza. The solution is demonstrated using both the elimination and the substitution methods.
Writing and solving a word problem using a two-variable approach.
Using the substitution method to solve a system of equation.