Simple Linear Regression

I've dabbled in multiple linear regression. Here's what it looks like with three x variables.

Regression Coefficients = 
VAR ShortNames =
    SELECTCOLUMNS (
        Returns,
        "A", [Equity],   /*Known X1 values*/
        "D", [Duration], /*Known X2 values*/
        "C", [Credit],   /*Known X3 values*/
        "Y", [Manager]   /*Known Y  values*/
    )
VAR n = COUNTROWS ( ShortNames )

VAR A = SUMX ( ShortNames, [A] )
VAR D = SUMX ( ShortNames, [D] )
VAR C = SUMX ( ShortNames, [C] )
VAR Y = SUMX ( ShortNames, [Y] )

VAR AA = SUMX ( ShortNames, [A] * [A] ) - A * A / n
VAR DD = SUMX ( ShortNames, [D] * [D] ) - D * D / n
VAR CC = SUMX ( ShortNames, [C] * [C] ) - C * C / n

VAR AD = SUMX ( ShortNames, [A] * [D] ) - A * D / n
VAR AC = SUMX ( ShortNames, [A] * [C] ) - A * C / n
VAR DC = SUMX ( ShortNames, [D] * [C] ) - D * C / n

VAR AY = SUMX ( ShortNames, [A] * [Y] ) - A * Y / n
VAR DY = SUMX ( ShortNames, [D] * [Y] ) - D * Y / n
VAR CY = SUMX ( ShortNames, [C] * [Y] ) - C * Y / n

VAR BetaA =
    DIVIDE (
        AY*DC*DC - AD*CY*DC - AY*CC*DD + AC*CY*DD + AD*CC*DY - AC*DC*DY,
        AD*CC*AD - AC*DC*AD - AD*AC*DC + AA*DC*DC + AC*AC*DD - AA*CC*DD
    )
VAR BetaD =
    DIVIDE (
        AY*CC*AD - AC*CY*AD - AY*AC*DC + AA*CY*DC + AC*AC*DY - AA*CC*DY,
        AD*CC*AD - AC*DC*AD - AD*AC*DC + AA*DC*DC + AC*AC*DD - AA*CC*DD
    )
VAR BetaC =
    DIVIDE (
      - AY*DC*AD + AD*CY*AD + AY*AC*DD - AA*CY*DD - AD*AC*DY + AA*DC*DY,
        AD*CC*AD - AC*DC*AD - AD*AC*DC + AA*DC*DC + AC*AC*DD - AA*CC*DD
    )
VAR Intercept =
    AVERAGEX ( ShortNames, [Y] )
        - AVERAGEX ( ShortNames, [A] ) * BetaA
        - AVERAGEX ( ShortNames, [D] ) * BetaD
        - AVERAGEX ( ShortNames, [C] ) * BetaC
RETURN
        { BetaA, BetaD, BetaC, Intercept } /*Pick One*/

(From my StackOverflow post.)