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100

Find the value of t when t/10=9.

t=90

100

Solve: 12=3x

4=x

100

Solve the following inequality: x−8≤−4

x≤4

100

Solve the following inequality: x/3≥6

x≥18

200

What does b represent in the equation of a line y=mx+b?

A.  x-intercept

B.  y-intercept

C.  Slope

Y - Intercept

200

Solve the following equation: x/2−3=1

x=8

200

Solve the following equation: 8m+9=65

m=7

200

What kind of slope does the following line (17) have?

A.  Zero

B.  Negative

C.  Positive

B - Negative

300

Examine the graph (20) attached and assess:

a - the slope of the line.

b - the coordinates of the y-intercept of the line.

a - 1

b - -1

300

What is the slope of the line shown in the graph (15), given that Point A (3,3) and Point B (6,5) both lie on the line?

2/3

300

State the slope and y-value of the y-intercept of the equation, y=8+4x.

Slope = 4

Intercept = 8

300

The sales tax for prepared food in Alabama is 4%.

Calculate how much tax you need to pay on a meal if it costs $12.02 before tax, rounding your answer to the nearest cent.

$0.48

400

Jack is buying items he needs for school. The prices marked for the items have not included the 10% sale tax.

He buys: a laptop for $1370, exercise books for $15, a pack of pens for $8, and a calculator for $38.

a.  Calculate how much sales tax Jack needs to pay in buying items he needs for school.

b.  Find the total price Jack pays including the sales tax.

a - $143.10

b - $1,574.10

400

Solve the following inequality: 3n−9>9

n>6

400

Sharon has finished her meal at a restaurant, but received bad service. She will only be leaving a 10% tip. Help her calculate the tip if the meal, before sales tax, came to $36.60.

$3.66

400

Solve the inequality.

4x−4≥8

x≥3

500

A line is shown on the coordinate plane below (16).

Determine the equation of the line.

y=1/4 x

500

Steph is going to buy a hat that is marked as 25% off. The original price was $36.

a. What is the value of the discount in dollars?

b. What is the price that Steph will pay for the hat?

a. $9

b. $27

500

Solve the following inequality: 2−x≤−6

x≥8

500

Carl wants to buy a TV, and is currently choosing between two options:

  • Clear TV, with an original price of $1300 but discounted by 20%
  • Big TV, with an original price of $1000 but discounted by 25%

Which option corresponds to a larger discount?

Brand A - $260

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