APLIKASI MODEL LINIER DENGAN RANK TAK PENUH

Linear model in the form of  = X + e is called linear model not of full rank when inverse of matrices [XTX] does not exist, so that parameter of  can be estimated by where G is generalized inverse matrices of [XTX] and this model to represent of statistics models have been extensively used many fields. This paper explains an analysis of linear model not of full rank which applied for problem of plant product. The analysis begin with the estimation of toward parameter of model which is assumed, afterward to be continued test of model up to and including fix on confidence interval for conclude.