The number of cycles produced in a factory during five consecutive weeks is given in the table.Week First Second Third Fourth Fifth Number of cycles produced 800 1360 1000 900 1400
If the factory had produced the same number of cycles in all 5 weeks as they produced in the week with the maximum production, how many additional cycles would the factory have produced?
This solution explains how to calculate the number of additional cycles a factory would produce if it matched its peak weekly output over five consecutive weeks.
First, examine the table to find the week with the highest number of cycles produced:
The maximum number of cycles produced in a single week is 1400 (in Week 5).
If the factory had produced this maximum amount (1400 cycles) in each of the 5 weeks, the hypothetical total production would be:
$Hypothetical Total = Maximum Weekly Production $\times$ Number of Weeks$
$Hypothetical Total = $1400 \times 5 = 7000$ cycles$
Next, calculate the sum of the cycles actually produced over the five weeks:
$Actual Total = $800 + 1360 + 1000 + 900 + 1400 = 5460$ cycles$
Finally, find the difference between the hypothetical total production and the actual total production to determine the number of additional cycles:
$Additional Cycles = Hypothetical Total - Actual Total$
$Additional Cycles = $7000 - 5460 = 1540$ cycles$
Therefore, the factory would have produced 1540 additional cycles.
| Institution | Girls | Boys | Teachers |
|---|---|---|---|
| School | 3000 | 2500 | 690 |
| College | 9000 | 11000 | 1500 |
| University | 15000 | 16000 | 2000 |
| Items | Ordinary bread | Fruit bread | Cakes and pastries | Biscuits | Others |
| Sales (in rupees) | 400 | 320 | 210 | 120 | 100 |
| Customers | 40 | 16 | 14 | 12 | 4 |
| Institution | Girls | Boys | Teachers |
|---|---|---|---|
| School | 3000 | 2500 | 690 |
| College | 9000 | 11000 | 1500 |
| University | 15000 | 16000 | 2000 |
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