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Old Navy has its annual 30% off jeans sale. Rebecca purchased 2 pairs for $30 each. How much did she spend?
$42
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
116 yards squared
Page 8
A number is increased by 16 and then decreased by 20. The result is -4. What was the number?
0
Page 10
What is the probability of rolling a prime number on a six-sided dice? Write as a percent.
50%
Page 13
What are the three characteristics of a proportional graph?
1. A straight line
2. Touches or passes through the origin
3. Continuous
Page 2
A book from Barnes and Nobles originally costs $24.99, but with your membership you pay $20.74. About how much is your membership discount to the nearest percent?
17%
Page 6
Calculate the approximate area of the shaded region using Round to the nearest hundredth.
12.57 squared cm
Page 8
The width of a rectangle is 10.5 feet. The length is 1 1/2 times the width. What is the area of the rectangle?
1656.38 squared feet
Page 10
What is the probability of flipping a coin and landing on heads 4 times in a row?
1/16
Page 13
What is the CoP of the point (3, 1/5) which is located on the graph of a proportional relationship?
15
Page 3
BJ’s purchases a dozen boxes of tissue for $10 and resales at 150% markup. How much does a customer pay for one box of tissue?
$2.08
Determine the area of the figure below. Be sure to use and round to the nearest hundredth.
39.82 squared cm
Page 9
Determine the probability of the coin landing on heads, the spinner landing on A and the number cube landing on either 1, 2, or 3. Keep as a fraction.
1/16
Page 11
What is the probability of landing on red 3 times in a row on the spinner below as a fraction?
24.4%
Page 14
Dawn can wash 3/8 of a car in a 1 hour and a half. How many cars can Dawn wash in 7 hours?
1 3/4 of a car
Page 3
A company currently has an average of $1,000 worth of sales a day. They want to boost their sales by ½%. How much do they want to earn in a week?
$7,035
Page 7
Below is the shape of candy bar. How much will it costs to wrap the candy bar if the wrapper cost 0.01 per square centimeter?
$2.40
Page 9
Samantha spends $875 over the holiday break on gifts for friends, airplane tickets, food, and a hotel. She put everything on her credit card which charges 2.35% simple interest monthly. What will be the total cost of her holiday trip if she pays off her credit card after one year?
$1,121.75
Page 1
Someone goes apple picking. They end the day having gotten 12 green apples, 5 red delicious apples, 3 pink lady apples and 10 yellow apples. In a group of 150 apples, based off this data how many would you predict would not be a pink lady apple?
135 apples
Page 14
At grading day Ms. Weiss and Ms. Barreau grade the whole 7th grade Mock exams. Ms. Weiss grades at a rate of 3 students in 4 minutes. Ms. Barreau grades at a rate 2 students in 3 minutes. How many students can they grade in an hour and 10 minutes?
99 students in total
Page 4
Con Edison charges a processing fee of ¼ % of your light bill if you pay by phone. Lisette paid her light bill by phone and paid a total of $575. How much was Lisette’s light bill before the processing fee. Round to the nearest penny.
$573.57
Page 7
Below is the blueprint for a modern kitchen. The scale is 2 in: 3ft. How much will it cost Ron to install carpet that cost 2.39 per square feet. Round to the nearest cent.
$176.10
Page 9
Two numbers to have a sum that is a smaller value than the difference of the two numbers. If so, write a generalize statement.
Yes, when you have a positive and negative number and when the second number is negative.
Page 12
A bag contains the numbers 1-15. A spinner is divided into four equal sections labeled A->D. What is the probability of choosing two composite numbers from the bag without replacement and spinning the letter B or C on the spinner as a fraction in simplest form?
2/15
Page 15
Tony drew a blueprint of a one-bedroom apartment with the dimensions 10 cm by 15 cm. The scale of his drawing is 2 cm to 5 ft. How much will it cost Tony to install hardwoods floors that cost 4.85 per square foot?
$1,818.75