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MA 240 Sec 4.5 Video # 1.

A rectangle ABCD is such so that |DC| = 6 & |DA| = 4. The side DA is extended to the point E & the side DC is extended to the point ...

... in this section we're looking at what are called optimization problems the idea behind an optimization problem is you're looking ...

All right our next optimization problem it says find the point on the curve y equals the square root of x that is the closest to the point ...

MA 240 Sec 4.5 Video # 2.

MA 240 Sec 4.5 Video # 3.

A farmer has 2400m of fencing & wants to fence off a rectangular field that borders a straight river. He needs no fence along the ...

Solve optimization problems involving area or volume.

To okay bestie I'm not going to lie optimization was like the scariest unit ever yeah um let me tell you why it's because I don't know ...

A rectangle is to be inscribed in the ellipse: 𝑥2/4 + 𝑦2 = 1 What should the dimensions of the rectangle be to maximise its area?

Related Rates and Optimization Be like Applied Implicit Differentiation and Finding/Identifying Critical Point (Extrema) in Context.

In this video, we solve optimization problem using Calculus.

We have a piece of cardboard that is 14 inches by 10 inches and we are going to cut out the corners and fold up the sides to form ...

This optimization problem which involves a symmetry argument and product rule of differentiation comes from the 3rd Edition IB ...

A circular sector of radius x cm subtends an angle of "beta" radians at the centre. The area of the sector is 36 square cm. Deduce ...

My approach to max./min. problems in calculus.

Optimization Problem involving quotient rule.