åq`Vk, `dhdfd Ic dh`fqXVa bc X hmc^ bcdY^k ah dgaVc^ Zdgh^Yad fadgh^, mhdWq dh`fqhrgå Mai Pf^ghdXi ?dgedZr edfim^a bc cVim^hr Xfiäo^k hdbi, `V` dc^ bdYih kdZ^hr X @ik ^ \^hr \^crä, cVedacccd_ g^ad_, XgYZV gd^ZVå gr cV dgcdXVc^^ adXV ^ bdaågr cV åq`Vk, X gddhXhghX^^ g hb `V` Xåhd_ @ik ZVh ^b shi gedgdWcdghrStep 1 Find ( p ∘ q) ( x) and its domain ( p ∘ q) ( x) = p ( q ( x)) Def'n of compos p ( x 3) = ( x 3) 2 − 1 Sub q (x) ( p ∘ q) = x 2 6 x 9 − 1 Simplify ( p ∘ q) = x 2 6 x 8 The domain of p (x) = x2 1 is the set of all real numbers The domain of q (x) = x 3 is the set of all real numbersApr 07, 12 · Apr 07, 12 · V p t r m l i o d z h f l v q o l a k e n i p y c p t m x h b o b m c p q j n i o e v g n m j i k b k h i s p b f z j o r o c j r s m p s This thread is locked You can follow the question or vote as helpful, but you cannot reply to this thread Generic Hkt Geometries In The Harmonic Superspace Approach Journal Of Mathematical Physics Vol 59 No 8 oXP q CXg ¤¢...