Equation into Excel using PEMDAS

A12=(-(g^2)/(3*Pmax)) - ((-(g^4*hpo^4)-12*g*hpo^3*Pmax^2)/(3*hpo^2*Pmax*Z(Pmax,hpo))) - (Z(Pmax,hpo)/(3*hpo^2*Pmax)) where I have Z(Pmax,hpo) referencing the cell with the formula you gave

Z(Pmax,hpo) is in cell B1
 
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Excel Facts

Square and cube roots
The =SQRT(25) is a square root. For a cube root, use =125^(1/3). For a fourth root, use =625^(1/4).
Could you PLEASE post the actual formula you have in the cell?
 
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A12 = (-(H4^2)/(3*K8)-((-(H4^4*G4^4)-12*H4*G4^3*K8^2)/(3*G4^2*K8*N8)))-(N8)/(3*G4^2*K8)

Z (Which is in cell N8) = (-(H4^6)*G4^6-18*H4^3*K8^2-54*G4^4*K8^4+6*SQRT(3)*SQRT(2*H4^3*G4^9*K8^6+27*G4^8*K8^8))^(1/3)
 
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You're missing an hp0 term in Z:

G​
H​
K​
N​
O​
1​
SFv
2​
-32.0437​
G2: = -(g^2)/(3 * Pmax) - (-(g^4 * hp0^4) - 12 * g * hp0^3 * Pmax^2) / (3 * hp0^2 * Pmax * Z) - Z/(3 * hp0^2 * Pmax)
3​
hp0
g
4​
0.5​
9.8​
5​
6​
7​
Pmax
Z
8​
1​
-24.3028​
N8: =(-(g^6) * hp0^6 - 18 * g^3 * hp0^5 * Pmax^2 - 54 * hp0^4 * Pmax^4 + 6 * SQRT(3) * SQRT(2 * g^3 * hp0^9 * Pmax^6 + 27 * hp0^8 * Pmax^8))^(1/3)

Everything else look correct to me.
 
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Ahhh, it's finally yielding a number that looks correct! Thank you very much for the help. I wouldn't have been able to figure this out without you, very much appreciated.
 
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You're welcome, glad you got it sorted.
 
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