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- REM LEAST SQUARE FIT OF DATA X,Y TO Y=A+BX
- 10 INPUT "NO. OF POINTS";NPTS
- DIM X(NPTS),Y(NPTS),P(NPTS),S(NPTS)
-
- PRINT "ENTER PAIRS OF VALUES (INDEPENDENT FIRST)"
- FOR I=1 TO NPTS
- INPUT X(I),Y(I)
- T1=T1+X(I)
- T2=T2+Y(I)
- T3=T3+X(I)*Y(I)
- T4=T4+X(I)^2
- NEXT I
- REM CALC COEFFICIENTS A,B
- D=NPTS*T4-T1^2
- A=(T2*T4-T1*T3)/D
- B=(NPTS*T3-T1*T2)/D
- PRINT
- PRINT "LEAST SQUARE LINE IS: Y=";A;" + ";B;" X"
- INPUT "MORE DATA (Y/N)";YN$
- IF LEFT$(YN$,1) NE "Y" THEN STOP
- T1=0:T2=0:T3=0:T4=0:GO TO 10
-