And that, when the $p$ develops, $C'(q^*)$ grows. age. $C'(q)$ is precisely expanding inside $q$ ). Ergo, if the $p$ and this $C'(q^*)$ develops, it must also be that $q^*$ increases. QED.
I found myself just trying to understand why me, and i think I get they today. Let us think of it while the a few subquestions: 1) why must any firm ever before make intermediate quantities of any good (in lieu of not one, or as frequently of it that one may)? 2) why does the new advanced number they need to make, increase featuring its rate? Continue reading article