Question $9$

$1$ pts

Suppose the differential equation ay ${?}^{\text{'}}b{y}^{\text{'}}cy=0$ has $y=e^t$ and te't as solutions.

Then there is going to be a solution of $a{y}^{\text{'}}b{y}^{\text{'}}cy=3e^{\text{'}}t$ of the form $y=C{t}^2{e}^{**}t.$

True

False