Solve the differential equation, using only the Maple software. Show all maple s

Question

Solve the differential equation, using only the Maple software. Show all maple syntax and worksheet with solution. Thank you!

A tank of volume 150 liters is filled with a salty solution with a concentration of 0.6 kg per liter. To decrease the salt concentration, water is run into the solution. The quantity s of sal in the solution at any time satisfies the differential equation 10. ds = where w is the amount of water which has run through the solution. dw 150 How much water is needed to have a salt content of 60 kg? Page 1347

Explanation / Answer

syms s(w)
ode = (diff(s/w) + s/150) == 0
cond = s(0) == 0.6;
ySol(s) = dsolve(ode,cond)
disp(ySol)

Then substitute slt content w=60 (or any) to get the quantity of water required...

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