Formula 1 y=α+βx+γx2+ϵ,\mathrm{y}=\alpha+\beta \mathrm{x}+\gamma \mathrm{x}^{2}+\epsilon,y=α+βx+γx2+ϵ, Formula 2 a=y‾−b(∑xn)−c(∑x2n)a = \overline {y} - b\left( \sum \frac {x} {n}\right) - c\left( \sum \frac {x^{2}} {n}\right)a=y−b(∑nx)−c(∑nx2) Formula 3 b=(∑X1Y)(∑X22)−(∑X2Y)(∑X1X2)Db = \frac {(\sum X_{1}Y)(\sum X_{2}^{2}) - (\sum X_{2}Y)(\sum X_{1}X_{2})} {D}b=D(∑X1Y)(∑X22)−(∑X2Y)(∑X1X2) Formula 4 c=(∑X2Y)(∑X12)−(∑X1Y)(∑X1X2)Dc = \frac{(\sum X_2 Y)(\sum X_1^2) - (\sum X_1 Y)(\sum X_1 X_2)}{D}c=D(∑X2Y)(∑X12)−(∑X1Y)(∑X1X2)