Here is the task:
Consider all rectangles with an area of 1 m2.
a) Determine at which side length the perimeter is minimal.
b) Investigate whether there is a rectangle with maximum perimeter
Please give a detailed answer, as I unfortunately don't understand it yet.
With the help of the calculation method it should then be understandable.
Thanks for your help:)
(2 votes)
Loading...Hello GF community, I don't have any physics at school at the moment, and the last time I had physics was probably four years ago. 😅 Physics was always a subject in middle school (high school: grades 6-10) that really fascinated me and really captivated me. I would like to gain knowledge in this subject…
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Hi, I don't understand this. Could someone with the time and inclination solve this? Thanks.
Hello, Since I accidentally photographed the wrong task earlier, here is the question again! How do I calculate the missing values of the circuit? Can someone please send me the solution, but please explain it step by step.
Hello,
maximum is infinite by leaving two sides against zero and two against infinite.
The square has the smallest circumference in relation to the area content of a rectangle.
Best regards,
Willy
Is a classic extreme value task. You have two sides, a and b. You have a connection between both sides. You set up a function and calculate high point and low point.