Answer Happy

(1 point) Solve the separable differential equation dy dt = 9y", and find the particular solution satisfying the initial condition y(0) = 2. y(t) HINTS: Use fractional exponents to take roots. For example the 7'th root of x is written as x^(1/7) in WebWork (and on your calculator). If you are one of those lucky people with y(0) <0, be aware that you must express your function y(t) in such a way that WebWork raises a POSITIVE base to an exponent when t = 0. Webwork does not allow (-5)^(1/2), which is undefined, but it also does not allow (-8)^(1/3) which is defined for humans. So the computer can understand it, write this in the equivalent form -8^(1/3), which evaluates to -(8^(1/2)) = -2.