Find the particular solution of the equation
e^2tdy/dx=4
Given that y=5, t=0
"e^{2t}dy\/dt=4"
"dy\/4=dt\/e^{2t}"
"\\frac{y}{4}=\\frac{-1}{2e^{2t}}+C"
y=5, t=0
C=5/4+1/2=7/4
"y=\\frac{-2}{e^{2t}}+7"
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