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Posts: 9082

Say you have a 50 square mile area, how many miles would it take to walk the ENTIRE perimeter?

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Posts: 3357

28.284 miles

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Posts: 4895

eithier 50^2 or 50 x 4 i don't have a calc near me....but im probably wrong seeing as this is a riddle

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Posts: 9082

that is wrong

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Posts: 9398

it depends!!!!!!!!!

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Posts: 1200

the answer is 6

Graeme Wahn

Posts: 2393

thats what i got too.

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Posts: 9082

this depends to..

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Posts: 1544

30 miles? I probably made it way to simple. Yes, yes i did, It all depends on the setup of the acreage

Posts: 11340

What are the dimensions of said space? The perimeter will change depending on the length of each side.

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Posts: 2566

the shape of the area that you are trying to find the perimeter of? a square with an area of 50 sq miles has a perimeter of 28.28 miles while a circle with an area of 50 sq miles has a circumference(perimeter) of 25.07... unless i really screwed that up.

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Posts: 3420

no it doesnt, at all.

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Posts: 2305

no calc on me, but i got about 28, since 50 is by 49, which is a perfect square and is 7, so each side is about 7, and 7 times 4 equals 28

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Posts: 9398

it would take no miles!!!!! it would take 2 feet!!!! hahahah you cant fool me. i dont need any miles to walk anywhere. i just need my own 2 feet and a pair of shoes maybe

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Posts: 784

exactly

Posts: 2305

wait, you never specified if it was a perfect square of land, so it could be a rectangle that was 50 by 1, therefore the answer would be 102

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Posts: 11406

this riddle sucks theres going to be some technicality that no one will understand cause you worded the question wrong.

Posts: 8835

Yes, it really does. We did this on day one of AP Calculus.

Whoever said it depends is correct. We don't know the shape, therefore it is impossible to know the perimeter. If its all squiggly and shit just use Reimann's Sums and you're close enough.

Whoever said it depends is correct. We don't know the shape, therefore it is impossible to know the perimeter. If its all squiggly and shit just use Reimann's Sums and you're close enough.

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Posts: 1689

i think we have a winner.

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Posts: 1993

The most correct answer that I can give you is the perimeter is ≥ 17.366 meters.

This is because the least amount of perimeter that a shape can have with an area of 24 square meters is the perimeter of a circle with a like area. The perimeter of such a circle is about 17.366 meters.

A=πr²

24=πr²

r=(24/π)^½

P=2πr

P=2π(24/π)^½

P≈17.366

The greatest perimeter that a shape can have with an area of 24 square meters is infinite. Imagine a rectangle with an incredibly small width. In order for this rectangle to have an area of 24 square meters, the length would have to be incredibly long. this would make the perimeter of the rectangle roughly twice its length. If you make the width small enough the perimeter becomes infinite.

This is because the least amount of perimeter that a shape can have with an area of 24 square meters is the perimeter of a circle with a like area. The perimeter of such a circle is about 17.366 meters.

A=πr²

24=πr²

r=(24/π)^½

P=2πr

P=2π(24/π)^½

P≈17.366

The greatest perimeter that a shape can have with an area of 24 square meters is infinite. Imagine a rectangle with an incredibly small width. In order for this rectangle to have an area of 24 square meters, the length would have to be incredibly long. this would make the perimeter of the rectangle roughly twice its length. If you make the width small enough the perimeter becomes infinite.

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B) None of the above

C) All of the above

D) Both B and C

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What is the answer to this question?

A) Niether B nor C

B) None of the above

C) All of the above

D) Both B and C

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Posts: 3205

100 miles?

half a hundred grand in some rubber bands

Posts: 9398

excuse me but i already gave the right answer

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Posts: 3361

whats the answer

Posts: 4479

.

Posts: 4114

assuming that this a square take the square root of 50 then multiply by 4=around 28

Posts: 4275

Why would you use reimann sums when you could just the intergral. Then there would be no approximation.

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**Adrian**

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Posts: 871

how are you gonna get a perimeter with an integral?

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