Equations..
equations.. equations.. equations...
Former results of the same problem:
result 1: ~ 62.6m
result 2: ~ 80.6 m
result 1: ~ 62.6m
result 2: ~ 80.6 m
s of triangle: 2x
s of square: y
6x + 4y = 160
4y = 160 - 6x
y = 40 - 1.5x
h of triangle:
h² + x² = (2x)²
h² = 3x²
h = (3^0.5)*x
A of triangle:
A = (2x*(3^0.5)*x)/2
A = x²3^0.5
Sum of A of triangle and square:
triA + squA = (40 - 1.5x)² + x²(3^0.5)
triA + squA = (1600 - 120x + x²) + x²(3^0.5)
triA + squA = (3^0.5)2x² - 120x + 1600
Let's say sumA
Differentiation of sumA:
sumA´ = 4(3^0.5)x - 120
sumA´ = 0 if
4(3^0.5)x - 120 = 0
4(3^0.5)x = 120
(3^0.5)x = 30
x = 30/(3^0.5)
x = 17.320508075...
sumA has its minimum when x = 17.320508075...
3s of triangle (that'll say 6x) when sumA has its minimum:
3s = 6*17.3205058075...
3s = 103.92304845...
Answer:
The sum of the three equal sides of the triangle, when the sum of the areas of the square and the triangle is at its minimum (if the sum of the side of both the objects is 160), is almost 104 m
...
Correct answer:
ca 90 m
...
...
...
...
...*fainted*..
...equations... equations.. equations...
Yeah, equations... it's all I have right now.. fu-*cking equations.
What is this? Something's changed. There has be to a new value, a new variable... a new value of a variable. When you think you've got them all at place, something suddenly happens. This is not the result it should be. This is not how I'm supposed to feel. Not now.
Everything is like that damn equation above... a diffrent outcome every time, yet the wrong one.
Is this what I think it is? no...
no...
no?
And oh yeah, you always have to look between the bloody, freezing lines. Find that x, hiding in, behind, below and through differentiations, formulas and God knows what.
(And oh.. the formula for God is lim.h->eternity ((f(x+h)) - (f(x))/((x+h) + x))^(lim.W->eternity ((f(W+h)) - (f(W))/((W+h) + W)), where W = the universe and f(x) = the purpose of all.
You don't get it do you? And no, I'm not clever, I'm insane.
Yet, you do not even get what you don't get. I don't.
Don't ask.
s of square: y
6x + 4y = 160
4y = 160 - 6x
y = 40 - 1.5x
h of triangle:
h² + x² = (2x)²
h² = 3x²
h = (3^0.5)*x
A of triangle:
A = (2x*(3^0.5)*x)/2
A = x²3^0.5
Sum of A of triangle and square:
triA + squA = (40 - 1.5x)² + x²(3^0.5)
triA + squA = (1600 - 120x + x²) + x²(3^0.5)
triA + squA = (3^0.5)2x² - 120x + 1600
Let's say sumA
Differentiation of sumA:
sumA´ = 4(3^0.5)x - 120
sumA´ = 0 if
4(3^0.5)x - 120 = 0
4(3^0.5)x = 120
(3^0.5)x = 30
x = 30/(3^0.5)
x = 17.320508075...
sumA has its minimum when x = 17.320508075...
3s of triangle (that'll say 6x) when sumA has its minimum:
3s = 6*17.3205058075...
3s = 103.92304845...
Answer:
The sum of the three equal sides of the triangle, when the sum of the areas of the square and the triangle is at its minimum (if the sum of the side of both the objects is 160), is almost 104 m
...
Correct answer:
ca 90 m
...
...
...
...
...*fainted*..
...equations... equations.. equations...
Yeah, equations... it's all I have right now.. fu-*cking equations.
What is this? Something's changed. There has be to a new value, a new variable... a new value of a variable. When you think you've got them all at place, something suddenly happens. This is not the result it should be. This is not how I'm supposed to feel. Not now.
Everything is like that damn equation above... a diffrent outcome every time, yet the wrong one.
Is this what I think it is? no...
no...
no?
And oh yeah, you always have to look between the bloody, freezing lines. Find that x, hiding in, behind, below and through differentiations, formulas and God knows what.
(And oh.. the formula for God is lim.h->eternity ((f(x+h)) - (f(x))/((x+h) + x))^(lim.W->eternity ((f(W+h)) - (f(W))/((W+h) + W)), where W = the universe and f(x) = the purpose of all.
You don't get it do you? And no, I'm not clever, I'm insane.
Yet, you do not even get what you don't get. I don't.
Don't ask.
Kommentarer
Postat av: Jennifer
don't worry, I won't. It's to complicated for my little little little...what do you call it? oh yeah, brain ;)
Postat av: Bean Beag
Orka equations. ;P Men men allt om allt hur gick provet?
Postat av: Leo
Possedens.
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