If the statement is false, there are n elements x_1,…,x_n in R such that their images ◌̅x_i in R/P are algebraically independent. Let 0 ne p∈P. Then p,x_1,…,x_n cannot be algebraically independent over k, so there is a polynomial P(Y,X_,…,X_n) over k such that P(p,x_,…,x_n)=0.

mummies were shrouded in a number of folds of linen

How inly sorrow gripes his soul.

A childline service has been initiated by the ministry under the integrated programme for street children.