Fresh water flows into tank 1; mixed brine flows from tank 1 into tank 2, from tank 2 into tank 3, and out of tank 3; all at the given flow rater gallons per minute. The initial amounts x₁ (0)=x (lb), and x₂(0)=0, and x3 (0) = 0 of salt in the three tanks are given, as are their volumes V₁. V₂. and V3.First solve for the amounts of salt in the three tanks at time t, then determine the maximal amount of salt that tank 3 ever contains. Finally, construct a figure showing the graphs of x₁ (t). x₂(t), and x3 (t).r=72, Xo = 60, V₁ =24, V₂ = 18, V3 = 36X₁ (1)=X₂ (1)=X3 (t)=The maximum salt ever in tank 3 is pounds.(Round to two decimal places as needed.)Choose the correct graph of x₁ (t). x₂(t), and x3 (t) below.O A.60)(1)x₂ (1)QQО в.60-x)60,0Uxat)G$(t)О с.60-4%,()X₂(t)QO D.60%(1)x² (1)Q

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