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Period_________
Due Date__________________________________
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Academic Chapter 7 Remediation Sheet
SHOW ALL WORK TO RECEIVE FULL CREDIT!
1. Section 6.2: A grocery store charges $3 for 4 mangoes. How many
mangoes can you buy with $6.75? Show the setup of the problem. (2 points)
2. Section 6.7: Each letter in the word PROBABILITY is written on separate
slips of paper and placed in a bag. A letter is chosen at random from the
bag. What are the odds in favor of choosing a consonant? Assume that Y is
a consonant. (2 points)
3. Section 6.6: A map has a scale of 1 cm : 150 m. If a map distance is 2.5
centimeters, what is the actual distance? (3 points)
4. Section 6.7: You roll a number cube. What are the odds in favor of rolling
a number less than 3? (2 points)
5.
Section 6.5: Find the length of DE . Set up a proportion to solve. (3
points)
6. Section 6.7: Suppose you randomly choose a number between 1 and 19.
What is the probability of choosing a multiple of 3? (2 points)
7. Section 6.7: You plant 40 seeds of a certain flower and 26 of them sprout.
Find the experimental probability that the next flower seed planted will
sprout. (2 points)
8. Section 11.9: You randomly choose a gumdrop from a bowl of 7 green
gumdrops, 8 red gumdrops, and 5 white gumdrops. Then, without replacing
the first, you randomly choose another gumdrop. What is the probability
that you choose a red gumdrop and then a white gumdrop? (3 points)
9. Section 6.8: You are making a sandwich for lunch. You can choose 3
different kinds of lunch meat, 2 different kinds of cheese, 6 different
toppings, and 2 types of bread. Use the counting principle to find how many
sandwiches you have to choose from. (2 points)
10. Section 6.8: If you roll a number cube 3 times, what is the probability that
you will get a 5 every time? (3 points)
11. Section 6.7: Of 100 students, 39 are taking Calculus, 32 are taking French,
and 13 are taking Art. If a student is picked at random, what is the
probability that the student is taking Calculus? (2 points)
12. Section 6.4: Given
each)
a.
b.
c.
d.
mC
AD
XY
mZ
WXYZ  ABCD , find the indicated measure.
(1 point
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