Do I need to know trigonometry for Calculus?
I know the basics of trigonometry. I'm just lacking an understanding of inversion functions. Is that enough?
I know the basics of trigonometry. I'm just lacking an understanding of inversion functions. Is that enough?
Hey, I have a question about the following task: I'm supposed to get from the first expression to the second one under the assumption stated below. Unfortunately, I can't get there, but instead I'm finding other simplifications, and I wanted to ask if someone could help me understand how this works. I am grateful for…
Stupid question… I’m wondering if that’s true! I get 1 liter of water from the tap in 10 seconds. I have two connections, so 2 liters in 10 seconds… that would be 12 liters per minute, or 720 liters per hour. In 8 hours, 5,760 liters, right? That would be 5.76 m³, right? thank you…
What is the antiderivative of x^2 * e^-x
Can you please give me some examples? Because I have a math test on Wednesday and don't know these things 😅👋
So what for?
I know what linearly independent and independent means with respect to vectors, but I don't understand how to recognize it. Example: Vectors a and b are given: a(1/0/2) and b(2/0/4) or 2.Example: c(1/0/0) and d(0/5/0) How can I recognize it?
This depends on what level you do calculus (= differential calculation). To derive and integrate polynomials, you do not need trigonometry. To derive trigonometric functions already. And if you ever get into the range of differential geometry, that will be another league with curved spaces and so.
I can calm you down with one. Even in my studies in physics, trigonometric reversal functions were very rare. And they’ll be in doubt.
Perfect. Thank you (:
I don’t understand the connection. Although trigonometric functions are used as examples and for tasks in the infinite simulation, they are certainly not a prerequisite for learning them. On the contrary, in classical analysis I, the trigonometric functions are introduced as a consequence of the theory of the potency series.
Great. I just wanted to make sure, thank you.