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12 Nov 2019
Applied Differential Equations ? Math Project 1 Math Project #1 ? Tumor Population Due Thursday, June 25th, 2015 at 5:30pm 1. (10 points) Tumors are cellular populations growing in a confined space where the availability of nutrients is limited. Suppose the rate of population increase of a particular tumor is proportional to the product of the current population and the natural logarithm of the inverse of the current population. If the tumor begins with 300 cells and it takes 100 days for the population to double, then compute a formula for the number of tumor cells at any time t.
Applied Differential Equations ? Math Project 1 Math Project #1 ? Tumor Population Due Thursday, June 25th, 2015 at 5:30pm 1. (10 points) Tumors are cellular populations growing in a confined space where the availability of nutrients is limited. Suppose the rate of population increase of a particular tumor is proportional to the product of the current population and the natural logarithm of the inverse of the current population. If the tumor begins with 300 cells and it takes 100 days for the population to double, then compute a formula for the number of tumor cells at any time t.
Casey DurganLv2
12 Nov 2019