Mathematics

Mathematics, 31.08.2019 14:30, jasonweber8718

The exponential function g(t)=500(1-3^-t) describes how long it takes for a population of 500 catfish to migrate from a holding pond to a new pond. what is the meaning of g(0)? what are the restraints on the types of numbers used for g(t)? describe how the graph of the function changes with time.

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Mathematics, 24.07.2019 14:00, julissav28346

Using six random samples, the average number of catfish in the samples was 5.7. if the total population of fish in the pond is 200, the proportion of catfish in the pond will be 5.7 20 = x 200 . what is the predicted number of catfish in the pond?

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Mathematics, 07.09.2019 00:10, tiffanibell71

The park ranger has to keep an eye on the fish population of trout in a local pond have you put seven trout in the pond and to catfish how many trout are in the pond is there 130 catfish

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Mathematics, 27.09.2019 00:50, cbogrett

The exponential function g(t)=500(1-3^-t) describes how long it takes for a population of 500 catfish to migrate from a holding pond to a new pond

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Mathematics, 05.10.2019 06:40, neariah24

Cypress pond park planning city officials planned the placement of the playground, hiking trail, and parking lot around the pond. in response to concerns that polluted water would run off of the parking lot and into the pond when it rains, they decided to place the parking area as far from the pond as possible. a mulched playground was built on the other side of the pond, and a new hiking trail winds all the way around the pond. many trees were removed to make room for the parking lot, playground, and hiking trail. you job as an environmental scientist is to study the impact the park has on the pond ecosystem. the pond contains trout and catfish. catfish are very tolerant of pollution, but trout are much more sensitive and die off easily when exposed to excessive pollutants. before the land and pond were disturbed by the construction of the playground, hiking trail, and parking lot, you counted the number of fish in the pond. at that time, cypress pond contained 100 trout and 100 catfish. now you need to design an experiment to monitor the park’s impact on the populations of trout and catfish over the next 12 months develop a hypothesis for the experiment

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