Given an initial population P₀ = 8,000, a renewal rate $R ( t ) = 300 e ^ { 0.04 t }$ and a survival function $S ( t ) = e ^ { - 0.025 t }$ , where t is measured in years, determine the population at the end of 7 years.

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The Answer of Given an initial population P₀ = 8,000, a renewal rate $R ( t ) = 300 e ^ { 0.04 t }$ and a survival function $S ( t ) = e ^ { - 0.025 t }$ , where t is measured in years, determine the population at the end of 7 years.

Given an Initial Population P0 = 8,000, a Renewal Rate R(t)=300e0.04tR ( t ) = 300 e ^ { 0.04 t }R(t)=300e0.04t

Given an Initial Population P₀ = 8,000, a Renewal Rate $R ( t ) = 300 e ^ { 0.04 t }$