N X } X v g ̃C X g B J t Ȕ ̃v g ̂ق A C A ʂ ݁A Q @ o b O Ȃǂ X'mas v g A w ւ ̃v g ̃C X g ł B N X } X ̃T C g u O ɗ p ĉ BG R X >> } b v U i { ҁj ^ C T C X e G A ̃} b v U ł B U ̂ g \ K Ă ǂ A ߂Ă݂ ̂ ǂ B U ̃R c ́A l ^ o \ L łX U pu { y v k j { pv u G} ¡ G G G G G G G G G G G G G G G G G G G UG{ SG G G
2
Mtpsqonlrkujsolqlqir Y Y Y ER5 5 S 5 25 5 G M5 Y5 R W S5d5 R { M 5S 5 S { S W P L 5 y R L x y P Y 5 5 S 5 5 Y L5 5 G d5 CL y d S5 S P 5 GYZ=30 The solution of the above equation is obtained from (n1)C(r1) formulaSolve Using an Inverse Matrix xy=30 , xy=26, Find the from the system of equations Find the inverse of the coefficient matrix of Tap for more steps The inverse of a matrix can be found using the formula where is the determinant of If then The determinant of is Tap for more steps
2 2 Random Sampling And The Distribution Of Sample Averages Introduction To Econometrics With R
