Hello,
I have a problem with the following two tasks and don't know how to solve them. I have to show the asymptotics for n towards infinity:
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Loading...Or what do they mean by constant gradient?
Hello, I need to understand the following problem for my math homework, but I can't figure it out. The second-to-last one is correct, and I understand that, but why are others, like the second or third, wrong? They also produce results greater than zero. Thank you in advance!
Unfortunately, I'm stuck. I already have some data. I don't know how to calculate the area for the roof. The house has a height of 6m of which 2.5m is the ground floor and 3.5m the roof starts, so the height
Hello, Can someone explain the second point in task 3 to me? So, how high would the lantern have to be so that the shadow falls on the floor rather than the wall? I thought about it for a long time, but my approach seems wrong. I thought I'd first set up the equation of…
I'm only in ninth grade, so I can't calculate that yet.
You can Table 1 to help (formula in the right, outer column).
For the first claim, we must demonstrate that
There.
(until a constant factor that we may neglect in asymptotic consideration) is
and
So…
Can you solve the second task with this knowledge?
Thanks for the answer, I’ll sit down later and try it!
How exactly did you get to the n square?
Ups am amüde was ne stupid question, yes the task 2 has worked out thank you again