The graph shows the profit from the daily production of x thousand kilograms of an industrial chemical.
Question:
The graph shows the profit from the daily production of x thousand kilograms of an industrial chemical. Use the graph to find the following limits.
(a) limx→6 P(x)
(b) limx→10- P(x)
(c) limx→10+ P(x)
(c) limx→10 P(x)
(e) Where is the function discontinuous? What might account for such a discontinuity?
(f) Use the graph to estimate the number of units of the chemical that must be produced before the second shift is as profitable as the first.
Transcribed Image Text:
Profit (in dollars) P(x) + 2000 1500 1000 500 0 (10, 1500) First shift (10, 1000) + H + 56 10 15 Second shift 20 Number of units (thousands of kilograms) X
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a As x approaches 6 from the left or the right the value of Px for the corresponding point ...View the full answer
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