While everyone else offered thoughts and prayers, she made a concrete proposal to help.

Ex. 7.6. For a finite-dimensional k-algebra R, let T(R)= operatorname radR+[R,R], where [R,R] denotes the subgroup of R generated by ab-ba for all a,b∈R. Assume that k has characteristic p>0. Show that T(R)⊆a∈R:aforsomem>1, with equality if k is a splitting field for R.

bake + -ery → bakery

the weight of the other side where the whole was, drew it the other way, and in this manner kept it in equilibrity.