Question 1: What is the slope & y intercept?
Y intercept = -3
Question 4: What is the solution to the system of equations?
One solution: (-5,-1)
Question 7: Solve the system of equations for X.
X = 4
Question 10: Set up an equation that matches the scenario given.
It will take the other baker 15 days to catch up to the first baker.
Question 13: Solve the system of equations.
x = -3
y = 5.67
Question 2: Graph the linear equation and find a point besides the y intercept.
(3,5) (6,3) (9,1)
Question 5: What is the solution to the system of equations?
Question 8: Solve the system of equations for X & Y.
x = -3
y = 0
Question 11: Set up a system of equations that matches the scenario given.
A) 24x + 12y = 108
B) x + y = 7
2 hats
5 scarves
Question 14: Write the equation of the lines in slope intercept form.
y = mx + b
A) y = -4/5x - 5
B) y = 9/10x + 3.5
Question 3: Rearrange the equation into slope intercept form, graph the line & find a point besides the y intercept.
y = mx + b
y = -2/3x + 2
(3,0) (6,-2) (9,-4)
Question 6: Rearrange and graph the equations to find how many solutions there are to the system.
No solutions
Question 9: Solve the system of equations.
x = 2
y = -4
Question 12: Set up & solve a system of equations for the scenario given.
A) 8x + 9y = 129
B) y = 2x-3
9 cats
6 dogs
Question 14: Using the graph, find out which family traveled at a faster speed and by how much.
The Pennington's drove faster by 20mph