ane ban owa danne nethoooooooooo

adee ubata mathak veida danna bn havas veddimachan mama dennan gedara neme inne..hawas welaa daannada hadana widi![]()
uba mokeda course eka karanne ?![]()


Q1) ane vasthuveeee mehema dammata therenne nane bnQ1)
Y = 0.79116X1+0.60484X2-.02686
As FCS and LTI increase, the long term durability also increases.
adjusted R^2 = 1- ((0.77435/12)/(13.38473/14)) ( සුලු කරන්න කම්මලී බං)
Higher R^2 value means the model is a better fit
හරියට මතක නෑ බං, පොඩ්ඩක් බලන්න ආපහු... Regression අරහං මට. Bayesian/Time Series (stochastic) ඒවානම් ඕන තරම් අහපං
Q2)
මෙන්න මේකට ගිහින් variables වල values දෙන්න වෙන වෙනම
Correlation Coefficient Calculator
interpret කරන්න දන්නවනේ..
ඔක්කොම කරන්න බෑ බං. වෙලා නෑ...





Q6
1. y=-0.02686 + 0.79116(X1) + 0.60454(X2)
2. Slop of X1(FSC)
Y will be increased by 0.79116
If X1 is increased by 1 unit.
Slop of X2(LTI)
Y will be increased by 0.60484 if X2 is increased by 1 unit.
3.
r2 =SSR /SST = 12.61020/13.38473=0.9421 =94%
94% Of the variation in y(long term durability) is explained by the variables FSC & LTI in the multiple model.
4.
As p=0.0001< alpha =0.01
The null hypothesis H0 : Beeta(mark eka daaganin)1 = Beeta 2=0 can be rejected.
The fitted regression model is very good.
Q4 nan danne ne machan
anikwa ekama wage..Coefficient of correlation walin example ekak balapan net eken..e widiyatama thamai anik tika![]()
ela ela