can you please solve it quikly

While two taps fill a tank, one tap empties it. From the filling faucets

The first one pours the salt solution at a concentration of 0.02 g/cm3 into the tank with a flow rate of 50 cm3/s, while the other tap pours pure water into the tank with a flow of 30 cm3 /s. The faucet draining from the tank

The flow rate was measured as 2 Lt/min. The tank initially contains 50 liters of pure water.

Salt concentration based on time t (g/cm3) in the tank at the specified conditions

Write the differential equation that gives the change of

degree, homogeneity, linearity, etc.). Is the volume of liquid in the tank constant? Please

Pay attention to this in your solutions. You don't need to solve the differential equation but

If you were to solve it, how would you solve it?