Solve
-A Local Pond Can Only Hold Up to 53 $\frac { \mathrm { dP } } { \mathrm { dt } } = ( 0.0015 ) ( 53 - \mathrm { P } ) \mathrm { P }$

question 72

Multiple Choice

Solve.
-A local pond can only hold up to 53 geese. Seven geese are introduced into the pond. Assume that the rate of grow th of the population is $\frac { \mathrm { dP } } { \mathrm { dt } } = ( 0.0015 ) ( 53 - \mathrm { P } ) \mathrm { P }$ where $t$ is time in weeks. How long will it take for the goose population to be 25 ?

• A) 22.26 weeks
• B) 46.73 weeks
• C) 26.02 weeks
• D) 14.23 weeks

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Definitions:

Robinson-Patman Act

A United States federal law that aims to prevent anticompetitive practices by producers, specifically price discrimination.

Price Differentials

The variation in price levels between different geographic areas, markets, or products due to various factors like competition, demand, and cost of living.

Cost of Manufacture

The total expenses incurred in producing a product, including materials, labor, and overhead costs.

Price Discrimination

A pricing strategy where identical or substantially similar goods or services are sold at different prices by the same provider.