With t = 0 on March 4, in spring 2020 Covid cases in Australia were growing according to the differential equation P P'=0.23P 1. ( 6500) 01.1 P=3000 1 Point Find the value of P' when P = 3000. Enter only a single number in the space. Give one digit after the decimal point. 01.2 P=8000 1 Point Find the value of PJr when P = 8000. Enter only a single number in the space. Give one digit after the decimal point. 01.3 P=6500 1 Point Find the value of P' when P = 6500. Enter only a single number in the space. Give one digit after the decimal point. 01.4 Vector field 3 Points Using these values of P', sketch the vector field of this differential equation for P 2 0. This will be a number line with change arrows attached. The length of the arrows is not important, but the direction is important. Label the equilibrium values. You can do this on a computer/tablet and take a screen shot or draw by hand and photograph. E Please select fi|e(s) Select file(s)