You are given a rectangular piece of paper that has length z = 28.8 cm and height y = 14 cm. The lower right corner is to be folded to the top edge forming a triangle as shown. Determine the maximum and minimum area of a triangle that can be constructed. Maximum Area = 256.35 Minimum Area = 112.08

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A: Let us assume the length of a edge of the base=xAnd height =y And volume=VSo, V=x2yor, y=Vx2

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A: Let's find.

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A:

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A: maximum area of the rectangle

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A: Part-1

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A: Answer is mentioned below

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A: Please see the explanation below..

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Q: what is the minimum perimeter that a rectangle with an area of 32 ft2 can have?

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Q: 5. Find the maximum area of an isOsceles triangle whose perimeter is 18 inches.

A: 5) To find out the maximum area of an isosceles  triangle whose perimeter is 18 inches.

Q: Choose two figures which are topologically equivalent to each other 20 L.

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Q: You are given a rectangular piece of paper that has length x=35.4 cm and height y=28 cm. The lower…

A: Since, we have been given a rectangular piece of paper that has lengthx=35.4 cm and height y=28 cm.…

Q: To create an open tray from a 24" by 36" sheet of metal, squares are cut from each corner. Find the…

A: Let x be the side of the square that has to cut from 24" by 36". The length of the tray will be…