Bank Account
Uber Ride
Inequalities
MIXED BAG
100

Mike's bank account had $1,260 at the start of the year. He withdraws $180 a month, x. Write a linear equation to represent the situation. 

y=-180x+1260

100

An Uber driver charges a base fee of $3 plus an additional $0.50 per mile, x. Write a linear equation to represent the situation.

y=.50x+3

100

What does > mean?

Greater than

100

Solve for x:

3x - 8 = 13

x = 7

200

Janet deposits $80 a month, x, into her savings account. Write a linear equation if Janet started with $540 in her account 

y = 80x+540

200

An Uber driver charges a base fee of $0.70 plus an additional $0.85 per mile, x. Write a linear equation to represent the situation.

y=.85x+0.70

200

What does < mean?

less than or equal to

200

Which property is displayed below?


2(x - 3)    -->     2x - 6

distributive property

300

At the end of March, David's bank account had $7,325. He withdrew $50 a month, x, to pay for his gym membership. Write a liner equation to represent David's account balance.

y = -50x + 7325

300

An Uber driver charges an initial fee plus a certain amount per mile. The equation below represents a particular Uber drivers rate:

y = 0.65x + 3.25

Explain what the slope and y-intercept mean in the context of the problem.


slope: $0.65 per mile 

y-intercept: initial fee of $3.25

300

When solving a linear inequality, if we multiply or divide by a negative, what must we remember to do?

Flip the inequality sign

300

What is the square root of 144?

12

400

Karen decided to lease a new car. She has a total of $7,830 in her savings account. She makes no deposits but withdraws $350 per month, x, for payments. How much money will she have left in her account after one year? Write a linear equation and SHOW ALL WORK! 

$3,630

400

An Uber driver charges an initial fee of $2.50, plus $0.25 per mile, x. Write a linear equation to determine the cost for 4 miles.

$3.50

400

y > 2x - 8


describe in FULL detail, how to graph the linear inequality above.

start at -8 on the y-axis

use the slope up 2 right 1

dashed line

test point (0, 0) shade above

400

Given an example of an IRRATIONAL number

answer may vary...

500

Quinton started the year with with $5,300 in his bank account. Every month, x, he deposits $400. Write a linear equation to determine how many months will it take for Quinton's bank account to reach $53,400

10 months

500

An Uber driver charges an initial fee of $3.25 and $0.75 per mile, x. If Lisa has $8.00 on her Uber account, can she afford a 6 mile ride?

Yes, it will cost $7.75

500

y < 3


describe in FULL detail, how to graph the linear inequality above.

horizontal line through 3

solid line

test point (0, 0) shade below

500

When graphing the point:

(-3, 5) 

which quadrant does the point lie in?

Quadrant II