ITT: HOW SMART IS Sup Forums?

ITT: HOW SMART IS Sup Forums?
>how long does it take you to solve my little sister's math homework?

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>should the target start releasing the water to hit the target
Yes, absolutely. Forest fires are no joke.

3.369 m

...

no, its 1.68 m

Hahahaha... Its 6m. you can actuallyndo it in your head, nad I'm bad at maths.

what shape is the swimming pool?

(10x2) (8x2) (the circumference of pool)
20 16 9 (adding them up)
36 (again adding up)
72/36 = 2m?
got no clue if correct but too lazy to check

So x2 + 18x - 72 = 0. Then x must be 3(√17 - 3).

This is right. You have basically 72=36x+4x^2. Key is the 4x^2 which are boxes of sidewalk on each corner

This user is correct

Its a ratio problem

8 x 10 = 80
72 + 80 = 152
152/80 = 1.9 Ratio of the center to outer rectangle
1.9 x 8 = 15.2 m total width of the walkway past pool
15.2 - 8 = 7.2 width of two walkway sections
7.2 / 2 = 3.6 one section of the walkway

Key word is Uniform width

algebra.com/algebra/homework/word/misc/Miscellaneous_Word_Problems.faq.question.271540.html

You can also use quadratic equation 3.6 is correct

>So x2 + 18x - 72 = 0.
Right so far
>Then x must be 3(√17 - 3).
Its damn -9+√9=6

Off by a factor two: x is twice the width. Width should be (3√17)/2 - 9/2 ≈ 1.6847

How is -9+√9 not negative?

Let's check your work user

Total area of pool and walkway
15x17.2=258

Now let's subtract the area of the pool
258-80=you are retarded

yeah, 1.684658

bacuse its a fucking lenght. I could write it mathematically correct
|-9±√9|

Basically, you can cut the walkway into sections: 4 sides and 4 corners:

Area of long sides: 2*10*w
Area of short sides: 2*8*w
Area of corner squares: 4*w^2

all this adds up to 72
4*w^2 + 36w = 72

solve this however you want.

you have a rectangle filled by the walkway & pool which is a wide & b long
a = 8 + x*2
b = 10 + x*2

a*b = 72 (area of walkway) + 80 (area of pool)

(8 +x*2) * (10+x*2) = 152

easy math from there

It's fucking 2.

Ah, I'm the fucking boron that forgot the corners. I've 1.68 with what you did...
>4x^2+36x=72
>4x^2+36x-72=0
>x^2+9x-18
>-9/2±√[ (9/2)^2-(-18) ]
>-4.5±√[ 4.5^2+18 ]
>x1= 1.68 ; x2= -10.68
Testing:
>(1.68×2+8)×(1.68×2+10)-80=71.76
whats wrong with this?