Podcast
Questions and Answers
1
10 = 60
6
36
1 10 = 60 6 36
True (A)
16
4
= 24
2
6
16 4 = 24 2 6
True (A)
13
39
3
= 26
78
13 39 3 = 26 78
True (A)
Match the following programming languages with their primary usage:
Match the following programming languages with their primary usage:
4
11=132
5
60
4 11=132 5 60
5
18 = 27
28
42
5 18 = 27 28 42
6
15
6
= 19
57
6 15 6 = 19 57
7
27
= 58
52
104
7 27 = 58 52 104
Paul is making a plaster misture for his sculpture class. If he mixes 5 ounces of plaster with 4 ounces of water, what is the ratio of plaster to water?
Paul is making a plaster misture for his sculpture class. If he mixes 5 ounces of plaster with 4 ounces of water, what is the ratio of plaster to water?
Erika's mom separates the laundry into sets. If she puts two sheets and three pillowcases into each set, what is the ratio of pillowcases to sheets?
Erika's mom separates the laundry into sets. If she puts two sheets and three pillowcases into each set, what is the ratio of pillowcases to sheets?
Floyd is setting tables for a sports banquet. For each place setting, he puts two forks to the left of the plate and a knife and a spoon to the right of the plate. What is the ratio of forks to knives?
Floyd is setting tables for a sports banquet. For each place setting, he puts two forks to the left of the plate and a knife and a spoon to the right of the plate. What is the ratio of forks to knives?
Jean is making pizza. She adds 4 slices of pepperoni and 3 olives to each slice of pizza. What is the ratio of pepperoni to olives?
Jean is making pizza. She adds 4 slices of pepperoni and 3 olives to each slice of pizza. What is the ratio of pepperoni to olives?
What is the ratio of olives to pepperoni?
What is the ratio of olives to pepperoni?
4
1
=36
9
5
35
2
= 7
81
4 1 =36 9 5 35 2 = 7 81
7
4
= 12
16
3
= 9
3
12
7 4 = 12 16 3 = 9 3 12
5
125
= 300
12
5
5 125 = 300 12 5
6
= 36
5
32
6 = 36 5 32
7
= 84
8
32
11
= 132
5
25
7 = 84 8 32 11 = 132 5 25
18
= 18
4
8
18 = 18 4 8
Solve for the unknown varible.
10
= 36
6
9
Solve for the unknown varible. 10 = 36 6 9
Solve for the unknown varible. 4
= 24
13
X
Solve for the unknown varible. 4 = 24 13 X
Solve for the unknown varible. 11
= 132
18
Solve for the unknown varible. 11 = 132 18
Solve for the unknown varible.
18
=42
28
Solve for the unknown varible. 18 =42 28
Solve for the unknown varible.
X
15 = 57
19
Solve for the unknown varible. X 15 = 57 19
Solve for the unknown variable.
15
= 58
52
104
Solve for the unknown variable. 15 = 58 52 104
George likes to sweeten his ice tea. When he is drinking a 20 ounce ice tea, he adds two teaspoons of sugar. If he makes a gallon if ice tea, how many teaspoons if sugar should he add (there are 128 ounces in a gallon)?
George likes to sweeten his ice tea. When he is drinking a 20 ounce ice tea, he adds two teaspoons of sugar. If he makes a gallon if ice tea, how many teaspoons if sugar should he add (there are 128 ounces in a gallon)?
Peter wants to make scrambled eggs for the customers at the diner. His recipe calls for 12 eggs and is enough for 5 peole. How many eggs will he need if he has to feed 75 customers?
Peter wants to make scrambled eggs for the customers at the diner. His recipe calls for 12 eggs and is enough for 5 peole. How many eggs will he need if he has to feed 75 customers?
A person needs to drink 3 quarts of water for evey hour of running time. If a runner plans to complete a marathon in 5 hours, how many quarts of water should she drink during the race?
A person needs to drink 3 quarts of water for evey hour of running time. If a runner plans to complete a marathon in 5 hours, how many quarts of water should she drink during the race?
Diane's car uses 5 gallons of gasoline to travel 125 miles. How far will Diane be able to travel on 20 gallons of gasoline?
Diane's car uses 5 gallons of gasoline to travel 125 miles. How far will Diane be able to travel on 20 gallons of gasoline?
When Frank goes on a 4-day vacation with his family, he packs 4 t-shirts and 3 pairs of shorts. If he is going on an extended vacation for 12 days, how many t-shirts and shorts will he need to pack?
When Frank goes on a 4-day vacation with his family, he packs 4 t-shirts and 3 pairs of shorts. If he is going on an extended vacation for 12 days, how many t-shirts and shorts will he need to pack?
There were 90 customers at the restaurant on Friday, 60 of whom ordered the vegetarian meal. If there are 195 customers on Sunday, how many vegetarian meals would you expect to sell?
There were 90 customers at the restaurant on Friday, 60 of whom ordered the vegetarian meal. If there are 195 customers on Sunday, how many vegetarian meals would you expect to sell?
40% of 50 is
40% of 50 is
72 is 18% of
72 is 18% of
14 is ___% of 35
14 is ___% of 35
When calculating percent change, you are determining the percentage change from a starting point. If you want to determine the percent your height has changed, say from 65 inches to 70 inches, you want to know how much it has changed relative to your starting height of 65 inches. Simple subtraction tells us your height has changed 5 inches, but to calculate the percent change, you must set up an equation:
When calculating percent change, you are determining the percentage change from a starting point. If you want to determine the percent your height has changed, say from 65 inches to 70 inches, you want to know how much it has changed relative to your starting height of 65 inches. Simple subtraction tells us your height has changed 5 inches, but to calculate the percent change, you must set up an equation:
Starting height = 65 inches
Change in height = (70 in. - 65 in.) = 5 inches
__= __
Step 1: Set up your equation:
Starting height = 65 inches Change in height = (70 in. - 65 in.) = 5 inches __= __ Step 1: Set up your equation:
Flashcards
Ratio
Ratio
A comparison of two numbers, often expressed as a fraction.
Proportion
Proportion
An equation stating that two ratios are equal.
Cross-multiplying
Cross-multiplying
A method to find the missing value in a proportion by multiplying diagonally.
Rate
Rate
Signup and view all the flashcards
Percent
Percent
Signup and view all the flashcards
Percent change
Percent change
Signup and view all the flashcards
Mark-up
Mark-up
Signup and view all the flashcards
Discount
Discount
Signup and view all the flashcards
Simple interest
Simple interest
Signup and view all the flashcards
Compound interest
Compound interest
Signup and view all the flashcards
Principal
Principal
Signup and view all the flashcards
Rounding
Rounding
Signup and view all the flashcards
Rational number
Rational number
Signup and view all the flashcards
Irrational number
Irrational number
Signup and view all the flashcards
Scientific notation
Scientific notation
Signup and view all the flashcards
Order of operations
Order of operations
Signup and view all the flashcards
Commutative property
Commutative property
Signup and view all the flashcards
Associative property
Associative property
Signup and view all the flashcards
Distributive property
Distributive property
Signup and view all the flashcards
Identity property
Identity property
Signup and view all the flashcards
Negative number
Negative number
Signup and view all the flashcards
Additive inverse
Additive inverse
Signup and view all the flashcards
Perfect square
Perfect square
Signup and view all the flashcards
Study Notes
Ratios
- A ratio compares two numbers.
- Ratios can be expressed as fractions.
- Ratios can compare quantities.
Examples
- If eight people want equal shares of a pie, the ratio is 1 pie : 8 people.
- Shaundra read 5 books, Carmen read 4; the ratio is 5:4. This can be expressed as 1 1/4.
Exercises
- Multiple examples of ratios
- Indicate if ratios are equal - True or False. Example 1/10 = 60/60 which is true
- State the ratio
- Questions on ratios related to the topics: mixing materials, separating laundry, setting tables.
Studying That Suits You
Use AI to generate personalized quizzes and flashcards to suit your learning preferences.