1. Create the data to fill in the population table. Be creative when selecting the P(x) values, but remember that this is an exponential growth model. Notice that you even need to come up with how many fish the fisherman introduces to the lake. Months (x) Population P(x) 0 2 1 4 2 8 3 16
3. The current exponential function P(x) measures the fish population’s growth monthly. Using complete sentences explain how to find the rate of growth every week. 4. The National Fish and Wildlife Foundation has asked you to calculate when the population of the fish reaches 500. Show all of your work. 5. The computer system you need to input the function into only works in logarithms of base 10. Using complete sentences, explain how to convert your exponential function P(x) in a logarithmic one and then into a base 10 logarithm. NOT SURE HOW TO SOLVE THESE, PLEASE HELP :'(
@ganeshie8 could you help?
The basic exponential growth rate model would be Y=ar^x Where a is the value of y when x is zero from your table r is the ratio of y_2/y_1 And x is the x value ^_^
@DemolisionWolf what do you mean?
@Hero can you help me?
Can someone answer the question please
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