Directions: Do as indicated. Show your complete solutions and avoid unnecessary erasure in the final answers. 1.a. Age of Students (x) 10 9 10 12 12 11 11 9 9 Solution: Q1 = D6 = P78

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Chapter1: Combinatorial Analysis
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10:15 I O W O
l 69
MEASURES OF RELATI...TS (2)_-1454218467
MEASURES OF RELATIVE POSITION
GROUPED DATA
Exercise 2
Name:
Date:
Course and Section:
Teacher:
Directions: Do as indicated. Show your complete solutions and avoid unnecessary erasure in the final answers.
Age of Students (*) 10 9 10 12 12 11 11 9 9
1.a.
Solution:
Q1 =.
D6 =
P78 =
Math Score(x)
4
10
13
16
b.
Frequency()
5
3
2
4
Q3 =,
D9 =.
P34 =.
C.
ScienceScorelx)
5
11
16
20
Frequency()
2
4
7
4
3
Q3
D3 =
P73 =
Reply
der the scores of 50 Grade 12 students in Physics exam. Construct a frequency distribution and compute the indicated
positions using Tabie 1 and Table 2. The lowest value is the first lower class limit of Table 2.
15
29
16
Numher of Classes k
||
Transcribed Image Text:10:15 I O W O l 69 MEASURES OF RELATI...TS (2)_-1454218467 MEASURES OF RELATIVE POSITION GROUPED DATA Exercise 2 Name: Date: Course and Section: Teacher: Directions: Do as indicated. Show your complete solutions and avoid unnecessary erasure in the final answers. Age of Students (*) 10 9 10 12 12 11 11 9 9 1.a. Solution: Q1 =. D6 = P78 = Math Score(x) 4 10 13 16 b. Frequency() 5 3 2 4 Q3 =, D9 =. P34 =. C. ScienceScorelx) 5 11 16 20 Frequency() 2 4 7 4 3 Q3 D3 = P73 = Reply der the scores of 50 Grade 12 students in Physics exam. Construct a frequency distribution and compute the indicated positions using Tabie 1 and Table 2. The lowest value is the first lower class limit of Table 2. 15 29 16 Numher of Classes k ||
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