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A math problem.

CloudBoii12OP
#1
My friend told me to solve this, and I know there are a bunch of math experts on here, so yeah.
It goes a little something like this ...
If you subtract 3 from me, square the result, divide by 5 and then subtract 4 times me, the result is 11 minus me
Hypr
#2
Sub x for 'me':[(x-3)^2]/5 - 4 x = 11 - xAnswer is 23 or -2 once you work it out algebraically and get a quadratic equation.EDIT: Here is your quadratic equation:(x^2)/5 - 21/5 x - 46/5 = 0
jazzvile02
#3
make sure you understand the question before taking consideration to it...
CloudBoii12OP
#4

Replying to #3

So is that. I understand the question, I just can't be bothered with it :3
Thanks Hypr!
GlidingGoose
#5
Hypr · #2Sub x for 'me':[(x-3)^2]/5 - 4 x = 11 - xAnswer is 23 or -2 once you work it out algebraically and get a quadratic equation.EDIT: Here is your quadratic equation:(x^2)/5 - 21/5 x - 46/5 = 0
Thats what i was going to say...:)
Seph
#6
Hypr · #2[(x-3)^2]/5 - 4 x = 11 - x
Weren't you supposed to square the result of x-3 not take the power of 2 of it? Logically to remove the square root call you'd have to take the power of 2 on the other side of the equation mark.
tehuber1337
#7

Replying to #6

Uh...huh? How is (x-3)^2 not squaring the result of x-3?
dhanash
#8
i hate math!
CloudBoii12OP
#9

Replying to #8

I hate spam!
thanks for the help Hypr, that'll show him :D
Seph
#10
tehuber1337 · #7Uh...huh? How is (x-3)^2 not squaring the result of x-3?
Well to me squaring = the square root, which is the opposite of the power of. But then again, I usually do maths in Danish, so it's very possible that it's just a term I'm not familiar with.
Blade5406
#11
"^" = used in common scientific calculators of now, "powers of 2..."
" " = I can't find the symbol for the radical(used for acquiring the square root)EDIT: Found it:
tehuber1337
#12
Seph · #10Well to me squaring = the square root, which is the opposite of the power of. But then again, I usually do maths in Danish, so it's very possible that it's just a term I'm not familiar with.
Ah, I see. In my experience, squaring has always been taking the power of two.
bhatooth
#13
yeah squaring is taking the power of two by the way whats your education level?
tehuber1337
#14
To whom is that question directed?
kukuru
#15
To all member...i think
nomercy
#16
a*a = squaring a
sqrt(a) = square root of aAnd math doesn't suck. It simplifies.
dhanash
#17
sure sure, that what they all say
ultra
#18
x-3=[[x^2]/5]-4x=11-xshift to one side you get, [x^2]-30x-70=0you can't factor in the result because you could get a multiple of 70 but you can't get a total of 30. this means the quadratic equation, which will result in a mixed number.i got [30+-sqrt[620]]/2
dhanash
#19
maybe i should let you guys toutor me, cause i suck at math and super smart at physics...... damn im weird i know
kukuru
#20
a man once proved 2=1 at the youtube
but the truth is he's an idiot:1. Let a and b be equal non-zero quantities
a = b \,2. Multiply through by a
a^2 = ab \,3. Subtract b^2 \,
a^2 - b^2 = ab - b^2 \,4. Factor both sides (a - b)(a + b) = b(a - b) \,5. Divide out (a - b) \,
a + b = b \,6. Observing that a = b
b + b = b \,7. Combine like terms on the left
2b = b \,8. Divide by the non-zero b
2 = 1 \,at the highlighted equation, the man actually divided both side by 0(a-b)
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