Equations Part 1
Equations Part 2
Systems of Equations 1
Systems of Equations 2
100
What is the goal when solving equations?
To solve for the variable
100
What does the word inverse mean?
Opposite
100
How do you solve systems of equations by hand?
Set the equations equal to each other
100
Parallel lines are lines that never do what?
Touch
200
Solve the equation:
-4x = 12
x = -3
200
Combine the like terms:
4x + 2x
6x
200
What is the solution for the graph below:
(1,3)
200
What is the solution for the graph below:
No solution
300
Solve the equation:
4(2 + 3c) = 56
c = 4
300
Solve the equation:
7x = 2x - 20
x = -4
300
Solve the systems of equations by using desmos:
y= 2x + 1
y= x + 3
(2,5)
300
Solve the following systems of equations by using desmos:
y= 3x - 1
y= 3x + 3
No solution
400
9k + 6 = 8k + 13
k=7
400
5 ( x - 3) + 2x = 41
x=8
400
Solve the systems of equations:
y= x - 8
y= 3x
(-4,-12)
400
Solve the systems of equations:
y= 2x - 1
y= x + 1
(2,3)
500
Solve the equation:
3(y+2) + y = -14
y = -5
500
Solve the equation:
3(x+1) = 5 + x
x = 1
500
Mr. Moore needs to a ride to work. Smith's Uber charges $3 per mile and $2 to enter the car. Parker's Uber charges $2 per mine and $3 to enter the car. When will the prices for both Uber companies be the same?
(1,5) ... In 1 day, both Uber companies will charge $5.
500
Mr. Moore needs to a ride to work. Smith's Uber charges $3 per mile and $2 to enter the car. Parker's Uber charges $2 per mine and $3 to enter the car. How much will it be for Mr. Moore to ride with Smith's Uber if he is traveling 6 miles?
$20