How do I calculate everything?
I'm practicing for my next math test and trying to understand these types of problems. Could someone help?
I'm practicing for my next math test and trying to understand these types of problems. Could someone help?
Hello folks, We started with difference quotients at school today and I wanted to ask how you would approach the task I have. I don't really understand anything at the moment and am having trouble assigning given points to the formula. Best for dummies :^) Thank you in advance and insert
I just wanted to derive the integrated form of the 3rd order rate law: -d[A]/dt = k[A]³ The correct answer is: 1/(2[A]²) = 1/(2[A0]²) + kt Now, however, I get two different signs, depending on the order in which I integrate. In variant 1, I actually just move the sign to the other side, then…
That would be my solution, but what confuses me is that E/Z are also diastereomers, but there are only four stereoisomers in total for this formula? Would I also need to draw the Z configuration and four additional stereoisomers?
Which direction does the first one go? If the left cluster also went all the way down, I'd say up. But like this? Along the main diagonal?
Hello, I've been spending several hours on this task, but unfortunately no one in my household can help me, so I'm asking you. I've already googled and looked up the solution, but all the results are different. This is the matrix and the vector. Now I'm supposed to calculate A^-1. ( 0.3 0.3 0.4 0.3…
a) berechne den Hochpunkt indem du die erste Ableitung der Funktion Null setzt
b) berechne die Nullstellen indem du die Funktion Null setzt. Der Abstand zwischen den Nullstellen entspricht hier der Breite des Brückenbogens
c) berechne die beiden Lösungen, wenn du den Funktionsterm gleich 5 setzt. Der Abstand zwischen den beiden Lösungen entspricht dem Abstand zwischen den Auflagepunkten
d) berechne die beiden Schnittpunkte zwischen f und g, indem du die beiden funktionsterme gleichsetzt. Du erhältst dann zwei Lösungen, wobei die zu den beiden Lösungen gehörenden y-Werte den gesuchten Höhen entsprechen
e) Steigungswinkel = tan^-1 (0.04)