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At a manufacturing plant, the unit of quantity manufactured in 8 days are 250, 320, 240, 210, 260, 330, 310, 260
- a)210
- b)260
- c)240
- d)250
Correct answer is option 'B'. Can you explain this answer?
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At a manufacturing plant, the unit of quantity manufactured in 8 days ...
Given data:
Quantity manufactured in 8 days = 250, 320, 240, 210, 260, 330, 310, 260
Finding the average quantity manufactured:
To find the average quantity, we need to add up all the quantities and divide them by the number of days.
Total quantity = 250+320+240+210+260+330+310+260 = 2180
Average quantity = Total quantity/Number of days = 2180/8 = 272.5
Finding the day when the quantity was closest to the average:
We need to find the day when the quantity was closest to the average. To do this, we can calculate the difference between the average quantity and the quantity manufactured on each day. The day with the smallest difference will be the day when the quantity was closest to the average.
Day 1: |250-272.5| = 22.5
Day 2: |320-272.5| = 47.5
Day 3: |240-272.5| = 32.5
Day 4: |210-272.5| = 62.5
Day 5: |260-272.5| = 12.5
Day 6: |330-272.5| = 57.5
Day 7: |310-272.5| = 37.5
Day 8: |260-272.5| = 12.5
The smallest difference is 12.5, which occurs on day 5. Therefore, the quantity manufactured on day 5 (260) is closest to the average quantity (272.5).
Answer: Option B (260)
Quantity manufactured in 8 days = 250, 320, 240, 210, 260, 330, 310, 260
Finding the average quantity manufactured:
To find the average quantity, we need to add up all the quantities and divide them by the number of days.
Total quantity = 250+320+240+210+260+330+310+260 = 2180
Average quantity = Total quantity/Number of days = 2180/8 = 272.5
Finding the day when the quantity was closest to the average:
We need to find the day when the quantity was closest to the average. To do this, we can calculate the difference between the average quantity and the quantity manufactured on each day. The day with the smallest difference will be the day when the quantity was closest to the average.
Day 1: |250-272.5| = 22.5
Day 2: |320-272.5| = 47.5
Day 3: |240-272.5| = 32.5
Day 4: |210-272.5| = 62.5
Day 5: |260-272.5| = 12.5
Day 6: |330-272.5| = 57.5
Day 7: |310-272.5| = 37.5
Day 8: |260-272.5| = 12.5
The smallest difference is 12.5, which occurs on day 5. Therefore, the quantity manufactured on day 5 (260) is closest to the average quantity (272.5).
Answer: Option B (260)
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At a manufacturing plant, the unit of quantity manufactured in 8 days are 250, 320, 240, 210, 260, 330, 310, 260a)210b)260c)240d)250Correct answer is option 'B'. Can you explain this answer?
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