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# For each example below, find the values of the parameters (constants) and so that the function y(t) satisfies the differential equation. If there is more than one c...

## Question

###### For each example below, find the values of the parameters (constants) and so that the function y(t) satisfies the differential equation. If there is more than one correct value separate them bY commas (e.9. 3,2). You may enclose them in curlies if you prefer (e.9. {3,2} ). ( y' meansy(t)=ett satisfies y' - 12y = 0 ifr =y(t)=e(tIs) satisfies Y' - 4 t19y = 0 ifr=andy(t)=t" satisfiesE y = 0 if r =y(t)=cos (t satisfiesy" + 12 y = 0 if @

For each example below, find the values of the parameters (constants) and so that the function y(t) satisfies the differential equation. If there is more than one correct value separate them bY commas (e.9. 3,2). You may enclose them in curlies if you prefer (e.9. {3,2} ). ( y' means y(t)=ett satisfies y' - 12y = 0 ifr = y(t)=e(tIs) satisfies Y' - 4 t19y = 0 ifr= and y(t)=t" satisfies E y = 0 if r = y(t)=cos (t satisfies y" + 12 y = 0 if @

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