Middle 1 Quiz ... By: Mr. Assem Hangal

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| By Assem_Hangal

Assem_Hangal

Community Contributor

Quizzes Created: 1 | Total Attempts: 202

Questions: 8 | Attempts: 202 | Updated: Mar 21, 2023

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Middle 1 Quiz ... By: Mr. Assem Hangal - Quiz

Middle 1. . . Egyptian students

Questions and Answers

1.

The Sum of two supplements angles = 90 degrees
- A.
  
  True
- B.
  
  False
Correct Answer
B. False

Explanation
The Sum=180

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2.

Each two alternate angles are ........ in measure.

Correct Answer
equal
=

Explanation
Alternate angles are a pair of angles formed when a transversal intersects two parallel lines. These angles are located on opposite sides of the transversal and are congruent, meaning they have the same measure. Therefore, each pair of alternate angles is equal in measure. The symbol "=" is used to represent equality, indicating that the measure of each alternate angle is the same.

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4
3.

Each ......... angles are equal in measure.
- A.
  
  Interior
- B.
  
  Supplement
- C.
  
  Corresponding
- D.
  
  Adjacent
Correct Answer
C. Corresponding

Explanation
Corresponding angles are formed when a transversal intersects two parallel lines. These angles are located on the same side of the transversal and in the same relative position with respect to the parallel lines. Corresponding angles are always equal in measure, making them congruent. Therefore, the given statement that "corresponding angles are equal in measure" is correct.

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4.

For the following numbers 2, 5,1,9,2,4,7,17,0
- A.
  
  The Mode= 2
- B.
  
  The mean= 12
- C.
  
  The median=4
Correct Answer(s)
A. The Mode= 2
C. The median=4

Explanation
The mode is the value that appears most frequently in a set of numbers. In this case, the number 2 appears twice, which is more than any other number in the set. Therefore, the mode is 2. The median is the middle value when the numbers are arranged in ascending order. The set of numbers arranged in ascending order is 0, 1, 2, 2, 4, 5, 7, 9, 17. The middle value is 4, so the median is 4.

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5.

If m (< A) = 60°, then m (reflex < A) = ……. .
- A.
  
  60
- B.
  
  30
- C.
  
  120
- D.
  
  300
Correct Answer
D. 300

Explanation
If m (< A) = 60°, then m (reflex < A) = 300°. The reflex angle is formed when a line rotates beyond 180° but less than 360°. Since the given angle is less than A, which is 180°, the reflex angle will be formed by adding 180° to the given angle. Therefore, 60° + 180° = 240°. However, since the reflex angle is greater than 180° but less than 360°, we subtract 240° from 360° to get the final answer of 300°.

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6.

The sum measures of the accumulative angles at a point is …….°.
- A.
  
  90
- B.
  
  180
- C.
  
  360
- D.
  
  120
Correct Answer
C. 360

Explanation
The sum of the accumulative angles at a point is always 360 degrees. This is because a point is considered to be the intersection of two lines, and the sum of the angles formed by these lines is always 180 degrees. Since there are two lines intersecting at a point, the total sum of the angles at that point is 180 degrees + 180 degrees = 360 degrees.

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7.

If < A ≡ < B, then m < A – m < B = is ……. .
- A.
  
  180
- B.
  
  360
- C.
  
  0
- D.
  
  90
Correct Answer
C. 0

Explanation
If < A ≡ < B, then m < A – m < B = 0. This is because if the angles A and B are congruent, it means they have the same measure. So, if we subtract the same value m from both angles, the result will be 0.

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8.

In the figure m (<D) = …….
- A.
  
  60
- B.
  
  120
- C.
  
  180
Correct Answer
B. 120

Explanation
The measure of angle D in the figure is 120 degrees.

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Current Version
Mar 21, 2023

Quiz Edited by
ProProfs Editorial Team
Dec 20, 2013

Quiz Created by
Assem_Hangal

Middle 1 Quiz ... By: Mr. Assem Hangal

The Sum of two supplements angles = 90 degrees

Each two alternate angles are ........ in measure.

Each ......... angles are equal in measure.

For the following numbers 2, 5,1,9,2,4,7,17,0

If m (< A) = 60°, then m (reflex < A) = ……. .

The sum measures of the accumulative angles at a point is …….°.

If < A ≡ < B, then m < A – m < B = is ……. .

In the figure m (<D) = …….