1. It is used to compare two quantities. A. ratio B. proportion С. rate D. equal 2. This refers to the comparison of two quantities of different kinds. A. ratio B. proportion С. rate D. equal 3. Proportion is the of two ratios. A. comparison В. еquality C. difference D. similarity

Algebra and Trigonometry (6th Edition)
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Date:
Grade & Section:
Score:
Quarter 3- Module 5 (Ratio and Proportion)
Directions: Read and analyze each item carefully then write on your answer sheet the letter that
corresponds to your answer.
1. It is used to compare two quantities.
A. ratio
B. proportion
C. rate
D. equal
2. This refers to the comparison of two quantities of different kinds.
A. ratio
B. proportion
C. rate
D, equal
3. Proportion is the
of two ratios.
A. comparison
B. equality
C. difference
D. similarity
4. These are the inner values of a proportion.
A. means
B. extremes
C. ratio
D. rates
5. These are the outer values of a proportion.
A. means
B. extremes
С. ratio
D. rates
6. Which of the following is a proportion?
A. 2:6 = 3:12
C. 4:6 = 12:18
B. 5:2 = 7:4
D. 1:10 = 10:1
7. All of the following are fundamental theorems of proportionality EXCEPT:
A. Cross Multiplication Property
C. Inverse Property
B. Addition Property
D. Closure Property
8. Which fundamental theorem of proportionality is being illustrated below?
If
=, then wz = xy; x # 0; z # 0.
A. Cross Multiplication Property
C. Inverse Property
B. Addition Property
D. Subtraction Property
9. If y : 3 = a : 4, what is the value of y : a?
A. 3:4
В. -3:4
С. 4:-3
D. 4:3
10. If m: n 3: 2, what is the value of m2 - n2 : m² - 2n2?
А. 1:5
В. 5:1
C. 4:-3
D. 3:4
Transcribed Image Text:Name: Date: Grade & Section: Score: Quarter 3- Module 5 (Ratio and Proportion) Directions: Read and analyze each item carefully then write on your answer sheet the letter that corresponds to your answer. 1. It is used to compare two quantities. A. ratio B. proportion C. rate D. equal 2. This refers to the comparison of two quantities of different kinds. A. ratio B. proportion C. rate D, equal 3. Proportion is the of two ratios. A. comparison B. equality C. difference D. similarity 4. These are the inner values of a proportion. A. means B. extremes C. ratio D. rates 5. These are the outer values of a proportion. A. means B. extremes С. ratio D. rates 6. Which of the following is a proportion? A. 2:6 = 3:12 C. 4:6 = 12:18 B. 5:2 = 7:4 D. 1:10 = 10:1 7. All of the following are fundamental theorems of proportionality EXCEPT: A. Cross Multiplication Property C. Inverse Property B. Addition Property D. Closure Property 8. Which fundamental theorem of proportionality is being illustrated below? If =, then wz = xy; x # 0; z # 0. A. Cross Multiplication Property C. Inverse Property B. Addition Property D. Subtraction Property 9. If y : 3 = a : 4, what is the value of y : a? A. 3:4 В. -3:4 С. 4:-3 D. 4:3 10. If m: n 3: 2, what is the value of m2 - n2 : m² - 2n2? А. 1:5 В. 5:1 C. 4:-3 D. 3:4
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