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+// problem 4.2
+b=1
+H=0.15
+Cd1=0.62
+x=90
+g=9.81
+Cd2=0.58
+Q1=2*Cd1*b*((2*g*H*H*H)^0.5)/3
+z=(15*Q1)/(8*Cd2*((2*g)^0.5)*tand(x/2))
+H1=z^0.4
+disp(H1*100,"the depth over the traingular veir in cm")