- #1

Keysa

- 1

- 0

- TL;DR Summary
- I want to find the positive maximum value of a function, but so far I always ended up with either a negative value or the value doesn't even show up.

This is the code that i wrote

Clear["Global`*"]

Z = 500;

W = 100000;

G = 250;

H = 100;

K = 0.5;

T = 30;

L = 4000;

P = 5;

S = 2.5;

Y = 1;

A = 0.1;

V = 2.5;

J = 8000;

f[x_] := 1/

x {(J*Z*x*(2*Y - x))/(

2*Y) - ((W + T*G) + ((L + T*P)*2*Z*Y*(1 - ((Y - x)/Y)^1.5))/

3 + (H + T*S + A*L)*((

2*Z*Y*2*Y - 2*Z*Y*2*Y*((Y - x)/Y)^2.5 -

2*Z*Y*5*x*((Y - x)/Y)^1.5)/15))};

Plot[f[x], {x, -2, 2}]

FindMaximum[f[x], x]

Clear["Global`*"]

Z = 500;

W = 100000;

G = 250;

H = 100;

K = 0.5;

T = 30;

L = 4000;

P = 5;

S = 2.5;

Y = 1;

A = 0.1;

V = 2.5;

J = 8000;

f[x_] := 1/

x {(J*Z*x*(2*Y - x))/(

2*Y) - ((W + T*G) + ((L + T*P)*2*Z*Y*(1 - ((Y - x)/Y)^1.5))/

3 + (H + T*S + A*L)*((

2*Z*Y*2*Y - 2*Z*Y*2*Y*((Y - x)/Y)^2.5 -

2*Z*Y*5*x*((Y - x)/Y)^1.5)/15))};

Plot[f[x], {x, -2, 2}]

FindMaximum[f[x], x]