When solving systems of equations there are three possible solutions: the lines intersect at one point (x, y); the lines are parallel and never touch: no solution; or the lines are actually the same line and the they touch everywhere so we write infinitely many solutions.
Solving the system of equations using the Elimination Method.
Solving the system of equations using the Elimination Method.
Solving the system of equations using the Elimination Method.
Solving the system of equations using the Elimination Method.
Solving the system of equations using the Elimination Method.
Solving the system of equations using the Elimination Method.
Let x be pizzas and y be sandwiches, write the equation for the first sentence.
Let x be pizzas and y be sandwiches, write the equation for the second sentence.
Write your answer as a dollar amount: $5.23 or $27.00
Write your answer as a dollar amount: $5.23 or $27.00
Let x be shirts and y be hats, write the equation for the first sentence.
Let x be shirts and y be hats, write the equation for the second sentence.
Write your answer for the cost of the shirt here. (as a dollar amount)
Write your answer for the cost of a hat here. (as a dollar amount)
