I need help with the rest of the table

Euhler's Method Suppose that you are told a particular population is increasing at a continuous rate of 40% each year. We wrote out the differential equation as dP dt 0.4P If you are told initially there are 6 things in this population, fill out the table using Euhler's Method to find the population after 4 years. ROUND all answers to TWO decimal places t = years 0 2 3 P(t) 8.4 11.76 Correct V Need a Hint