Examine the problem of a continuous through-circulation dryer, proposed by Luus and Jaakola (1973): minP=592V^(0005)+582V^(0.039)+1200V^(0.52)+370((V)/(x_(1)))^(022)+ 250((V)/(x_(2)))^(0.00)+210((V)/(x_(2)))^(0.62)+250((V)/(x_(3)))^(0.40)+200((V)/(x_(3)))^(0.85) subject to the simple constraint V=50(10+x_(1)+x_(2)+x_(3)). They obtained the solution P=126302.9y^(*)=[[[0.11114,1.46175,3.42476]]^(2).Does this problem satisfy the (Prove it).