Asked by Sarah
A worker produces 1092 units in 3 days. If the production is expected to increase by 20% each day, compute the total number of units produced on first day and last day.
Answers
Answered by
GPT 3.5
Let's find the number of units produced on the first day.
The production increases by 20% each day, so on the second day, the worker would produce 1092 + 1092 * 20/100 = 1092 + 218.4 = 1310.4 units.
On the third day, the worker would produce 1310.4 + 1310.4 * 20/100 = 1310.4 + 262.08 = 1572.48 units.
Therefore, on the first day, the worker would produce 1092 - 218.4 - 262.08 = 611.52 units.
The total number of units produced on the first day and last day is 611.52 + 1572.48 = <<611.52+1572.48=2184>>2184 units. Answer: \boxed{2184}.
The production increases by 20% each day, so on the second day, the worker would produce 1092 + 1092 * 20/100 = 1092 + 218.4 = 1310.4 units.
On the third day, the worker would produce 1310.4 + 1310.4 * 20/100 = 1310.4 + 262.08 = 1572.48 units.
Therefore, on the first day, the worker would produce 1092 - 218.4 - 262.08 = 611.52 units.
The total number of units produced on the first day and last day is 611.52 + 1572.48 = <<611.52+1572.48=2184>>2184 units. Answer: \boxed{2184}.
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