Taking derivative and putting it equal to 0 to find theta.
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S = (6*s*h) - ((3*s*s*cot(x))/2) + ((3*s*s*sqrt(3)*csc(x))/2)
This is the equation of surface area of a beehive. I have to take first derivative and put it equal to 0 to find the theta i.e x. Could someone help me with this.
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VBBV
on 1 Dec 2022
syms x s h
S = (6*s*h) - ((3*s*s*cot(x))/2) + ((3*s*s*sqrt(3)*csc(x))/2)
Y = diff(S,x) == 0 % take derivative of equation w.r.t x
sol = solve(Y,x) % find x (theta)
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