## Differential Equations: differential equations – #27227

Question: Find the solution of each of the following equations. (√y – 2x) dx +((x + 1)/(2√y))dy = 0 y(0) = 1 Related Posts:Differential Equations Solved ProblemsDifferential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…

## Differential Equations: differential equations – #27228

Question: Find the solution of each of the following equations. (2x + y) dx = (2y – x) dy Related Posts:Differential Equations Solved ProblemsDifferential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…

## Differential Equations: differential equations – #27229

Question: Find the solution of each of the following equations. \(\frac{dy}{dx}=\frac{1-2x+2y}{2y-2x}\) Related Posts:Differential Equations Solved ProblemsDifferential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…Differential Equations: differential equations…

## Differential Equations: differential equations – #27230

Question: Blood carries a drug into an organ at a rate of 3 cm3/sec and leaves at the same rate. The organ has a liquid volume of 150 cm3. The concentration of the drug in the blood entering the organ is 13 gm/cm3. What is the mass of the drug in the organ at time...