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In a Pilot Project, a Rural Township Is Given Recycling $C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100$

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In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by $C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100$
Select the correct graph of the cost function.

A) $In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100 Select the correct graph of the cost function. A) B) C) D) E)$
B) $In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100 Select the correct graph of the cost function. A) B) C) D) E)$
C) $In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100 Select the correct graph of the cost function. A) B) C) D) E)$
D) $In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100 Select the correct graph of the cost function. A) B) C) D) E)$
E) $In a pilot project, a rural township is given recycling bins for separating and storing recyclable products.The cost C (in dollars) of supplying bins to p% of the population is given by C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100 Select the correct graph of the cost function. A) B) C) D) E)$

In a Pilot Project, a Rural Township Is Given Recycling C=42,000p100−p,0≤p<100C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100C=100−p42,000p​,0≤p<100

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In a Pilot Project, a Rural Township Is Given Recycling $C = \frac { 42,000 p } { 100 - p } , 0 \leq p < 100$

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