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MA 240 Sec 4.5 Video # 1.

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

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 ...

Solve optimization problems involving area or volume.

MA 240 Sec 4.5 Video # 2.

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 ...

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?

MA 240 Sec 4.5 Video # 3.

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

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

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

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

In this video, we solve optimization problem using Calculus.

You are standing on the bank of a river that is 100m wide & see someone needing help 300m up the opposite shore. You can ...

Math 231 notes 4.7 applied optimization problems pages 28-30 Calculus 1.

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 ...