6:41

Optimization, a box with an open top, given volume, find the minimum surface area

8:03

Find the dimensions of a rectangle with an area of 1000 m^2 whose perimeter is as small as possible.

3:03

Calculate the Perimeter of the given shape | Side lengths are given as 9, 12, and 15

9:15

Finding the BIGGEST rectangle under y=x^3 (but NO calculus!)

5:23

Find dimensions of rectangle with perimeter 100m whose area is as large as possible. Optimization

10:36

Dieter Nuhr GENIALE Wahlempfehlung 📢 So PEINLICH ist die Politik 🤡

5:31

given the area of a rectangle, find the smallest possible rectangle (calculus optimization)

6:18

Calculus optimization: given surface area, want largest volume of an open-top box