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The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are?
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The weight of 50 students in pounds are given below : 82, 95, 120, 174...
Frequency Distribution of Student Weights
Introduction: In this question, we are given the weights of 50 students in pounds. We are required to arrange this data in the form of a frequency distribution with class intervals as 81-100, 101-120, 121-140, 141-160 and 161-180, and then find the frequencies for these 5 class intervals.
Steps:
1. Determine the range of the data:
- The maximum weight is 179 pounds, and the minimum weight is 82 pounds.
- Therefore, the range of the data is 179-82=97 pounds.
2. Determine the width of each class interval:
- We have 5 class intervals, so we divide the range by 5.
- The width of each class interval is 97/5=19.4 pounds.
- We round up to 20 pounds to get a convenient interval width.
3. Determine the lower limit of each class interval:
- We start with the lowest weight, which is 82 pounds.
- The lower limit of the first class interval is 81.
- To find the lower limit of each subsequent interval, we add the interval width to the previous lower limit.
4. Count the number of weights that fall within each class interval:
- We count the number of weights that fall within each class interval using the given data.
- For example, there are 6 weights between 81-100 pounds, 9 weights between 101-120 pounds, and so on.
Frequency Distribution Table:
| Class Interval | Lower Limit | Upper Limit | Frequency |
|----------------|-------------|-------------|-----------|
| 81-100 | 81 | 100 | 6 |
| 101-120 | 101 | 120 | 9 |
| 121-140 | 121 | 140 | 10 |
| 141-160 | 141 | 160 | 12 |
| 161-180 | 161 | 180 | 13 |
Explanation: The above table is the frequency distribution of student weights. It shows the class intervals, their lower and upper limits, and the frequencies for each interval. For example, there are 6 students whose weights fall between 81-100 pounds, 9 students whose weights fall between 101-120 pounds, and so on. This table summarizes the data in a concise and organized manner, making it easier to analyze and interpret the data.
Introduction: In this question, we are given the weights of 50 students in pounds. We are required to arrange this data in the form of a frequency distribution with class intervals as 81-100, 101-120, 121-140, 141-160 and 161-180, and then find the frequencies for these 5 class intervals.
Steps:
1. Determine the range of the data:
- The maximum weight is 179 pounds, and the minimum weight is 82 pounds.
- Therefore, the range of the data is 179-82=97 pounds.
2. Determine the width of each class interval:
- We have 5 class intervals, so we divide the range by 5.
- The width of each class interval is 97/5=19.4 pounds.
- We round up to 20 pounds to get a convenient interval width.
3. Determine the lower limit of each class interval:
- We start with the lowest weight, which is 82 pounds.
- The lower limit of the first class interval is 81.
- To find the lower limit of each subsequent interval, we add the interval width to the previous lower limit.
4. Count the number of weights that fall within each class interval:
- We count the number of weights that fall within each class interval using the given data.
- For example, there are 6 weights between 81-100 pounds, 9 weights between 101-120 pounds, and so on.
Frequency Distribution Table:
| Class Interval | Lower Limit | Upper Limit | Frequency |
|----------------|-------------|-------------|-----------|
| 81-100 | 81 | 100 | 6 |
| 101-120 | 101 | 120 | 9 |
| 121-140 | 121 | 140 | 10 |
| 141-160 | 141 | 160 | 12 |
| 161-180 | 161 | 180 | 13 |
Explanation: The above table is the frequency distribution of student weights. It shows the class intervals, their lower and upper limits, and the frequencies for each interval. For example, there are 6 students whose weights fall between 81-100 pounds, 9 students whose weights fall between 101-120 pounds, and so on. This table summarizes the data in a concise and organized manner, making it easier to analyze and interpret the data.
Community Answer
The weight of 50 students in pounds are given below : 82, 95, 120, 174...
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11 frequencies
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11 frequencies
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The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are?
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The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are?.
The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are?.
Solutions for The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? in English & in Hindi are available as part of our courses for CA Foundation.
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Here you can find the meaning of The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? defined & explained in the simplest way possible. Besides giving the explanation of
The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are?, a detailed solution for The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? has been provided alongside types of The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? theory, EduRev gives you an
ample number of questions to practice The weight of 50 students in pounds are given below : 82, 95, 120, 174, 179, 176, 159, 91, 85, 175 88, 160, 97, 133, 159, 176, 151, 115, 105, 172 170, 128, 112, 101, 123, 117, 93, 117, 99, 90 113, 119, 129, 134, 178, 105, 147, 107, 155, 157 98, 117, 95, 135, 175, 97, 160, 168, 144, 175 no If the data are arranged in the form of a frequency distribution with class intervals as 81- 100, 101-120, 121-140, 141-160 and 161-180, then the frequencies for these 5 class intervals are? tests, examples and also practice CA Foundation tests.
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