Inequalities
Evaluate and then state the correct symbol after the operation:
6x > 36
x > 6
y = 2x+2
What is the 4th term?
y = 10
y = 7x
Vertical stretch with a slope of 7
The first term will always be 0.
Write an algebraic expression for:
0, 2, 4, 6, 8
y= 2x
An uber driver gets paid $70/day. The driver gets paid $15 for every ride he makes.
Write a formula to represent the driver’s daily income.
y= 15x + 70
Evaluate and then state the correct symbol after the operation:
7x - 5 < 72
x < 11
y = 5x- 4
What is the 6th term?
y = 26
y = x +9
Vertically translated +9 from origin
The first term will always be 0.
Write an algebraic expression for:
5, 10, 15, 20, 25
y= 5x+5
An uber driver gets paid $70/day. The driver gets paid $15 for every ride he makes.
If he only wanted to make $300/day, how many rides would he have to make each day?
16 rides
Evaluate and then state the correct symbol after the operation:
-10x - 6 < 84
x > -9
y = – 2x+4
What is the 8th term?
y = -12
y = 2x +5
Vertical stretch with a slope of 2
Vertically translated +5 from origin
The first term will always be 0.
Write an algebraic expression for:
-2, 3, 8, 13, 18
y= 5x -2
Lori needs to pay $17.50 to enter the arcade. She needs to pay $0.75 for each game she plays.
Write this as an algebraic expression.
y= 0.75x +17.50
Evaluate and then state the correct symbol after the operation:
x/7 < 21
x < 147
y= -12x -55
What is the 10th term?
y= -175
y = -4x -2
Vertically reflected with a slope of 4
Vertically translated -2 from origin
The first term will always be 0.
Write an algebraic expression for:
0, 1, 4, 9, 16
y = x2
Lori needs to pay $17.50 to enter the arcade. She needs to pay $0.75 for each game she plays.
How much will she spend, if she plays 25 games?
$36.25
Evaluate and then state the correct symbol after the operation:
-x / 17 < 8
x > -136
y= 1/5x +15
What is the 12th term?
y = 17.4
y= _ 1 x
5
Vertically reflected with a compressed slope
The first term will always be 0.
Write an algebraic expression for:
4, 5, 6, 7, 8
y= x+4
Lori needs to pay $17.50 to enter the arcade. She needs to pay $0.75 for each game she plays.
How much money would she need to have to play 10 games on Monday and 10 games on Tuesday?
$50