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Homework Help Center
Buttercreamm
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#41
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I suck at math I bearly passed grade 11 math

I think I got between 50-70%
Maximumangel
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#42
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i barely got a b this time, i used to get straight A's in math. then i got into algebra. My defense, i learned it 2 years earlier. argh, stupid teachers, IM NOT THAT SMART
Worsnoplover
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#43
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Typenick a dit :
Lemme mess with you a little, can I? :D
I've solved both of those exercises some time ago, but I haven't got the chance to check if I did them right yet.

1. Given is an equation with variable x:

http://i.imgur.com/j3a14uo.png
For which values of alpha has this equation 2 real different roots with the same signs?

Edit: made a mistake in 1, sorry

Yeah, I think I read it with '' different signs'' at first, which would be impossible.
Anyways, giving a thought on this.
In order to have 2 different roots:
=> D > 0
=> D= b^2 - 4ac = 8cos^2alpha - 4(cosalpha + 1)
=> 8cos^2alpha - 4(cosalpha + 1) > 0

In order for the roots to have same signs:
=> c/a > 0
=> 1/ (cosalpha+1) > 0
=> cosalpha + 1 > 0
=> cosalpha > -1

You put 8cos^2alpha - 4(cosalpha+1) > 0 and cosalpha > -1 in a system, solve each of them and find the solution.
Cba to solve it atm lol, I hope you can continue it. If not, tell me so I could go til the end.

PS: Not dealing with the 2nd as I don't quite get the exercise since am not used to maths in english, sorry.
Niknol
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#44
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Worsnoplover a dit :
Yeah, I think I read it with '' different signs'' at first, which would be impossible.
Anyways, giving a thought on this.
In order to have 2 different roots:
=> D > 0
=> D= b^2 - 4ac = 8cos^2alpha - 4(cosalpha + 1)
=> 8cos^2alpha - 4(cosalpha + 1) > 0

In order for the roots to have same signs:
=> c/a > 0
=> 1/ (cosalpha+1) > 0
=> cosalpha + 1 > 0
=> cosalpha > -1

You put 8cos^2alpha - 4(cosalpha+1) > 0 and cosalpha > -1 in a system, solve each of them and find the solution.
Cba to solve it atm lol, I hope you can continue it. If not, tell me so I could go til the end.

PS: Not dealing with the 2nd as I don't quite get the exercise since am not used to maths in english, sorry.

I am scared to grow up now.
Typenick
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#45
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Worsnoplover a dit :
Anyways, giving a thought on this.

Your solution is fine and it's very similar to what I did. I was just wondering if I've got the result right (I've got 2pi/3 to pi, by the way).

2nd exercise is a bit more interesting. I've translated the thing from polish so feel free to point out if something's unclear or hard to understand.

Nikol a dit :
I am scared to grow up now.

Both of my exercises are taken from polish matura exam taken at age 19. This one comes from 1970, I believe.

Anyway, don't worry. It gets even worse later ;)
Niknol
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#46
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Typenick a dit :
Your solution is fine and it's very similar to what I did. I was just wondering if I've got the result right (I've got 2pi/3 to pi, by the way).

2nd exercise is a bit more interesting. I've translated the thing from polish so feel free to point out if something's unclear or hard to understand.


Both of my exercises are taken from polish matura exam taken at age 19. This one comes from 1970, I believe.

Anyway, don't worry. It gets even worse later ;)

Well I am in middle school so I can't really help you guys but I hope you can help me when the time comes. *sigh*
Worsnoplover
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#47
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Typenick a dit :

2. Given is a set of triangles with common vertex in A=(0,6). Sides of those triangles opposite to the vertex A are contained in a straight line described by an equation: y + 2 = 0 and each of them has length of 4. Find equation of a curve that contains centers of circles described on those triangles.

Kk, asking you a bit so I can get a better idea.
So they have a common vertex in A=(0:6).

1.Sides opposite to the vertex A are?
The sides that don't touch vertex A?

2. All the side lies in the straight line? Or just a part of a side?

3. Circles described in a triangle?

PS: A drawing could help too lol.
PSS: I'll prolly solve the 1st exercise til the end tmrw or so if i feel like it lol.
Doitsudoitsu
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#48
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Does anyone have a solid method for working out how to fully factorise equations like:
2x^2 + 5x + 2
Without the trial/error method? I'm having trouble figuring out how and trial/error takes quite a while...

/massive bump but with content
edit
I worked it out by figuring that 1 x 2 = 2 and 2 x 2 = 4 + 1 = 5 but that'll be more difficult when the questions get more complex.
Bunnyswagx
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#49
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History.
not even halfway through middle school and i know some high school history lol.
Anyone need history help?
Look it up if i cant help you :o
Abdeltif
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#50
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Help me get the short form of this please :(
2x(-4y+1)-(4x-xy)(4x+xy)+(y+2y)

God thanks that this thread is allowed <3
Taeyeonrawr
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#51
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Abdeltif a dit :
Help me get the short form of this please :(
2x(-4y+1)-(4x-xy)(4x+xy)+(y+2y)

God thanks that this thread is allowed <3

2x(-4y+1)-(4x-xy)(4x+xy)+(y+2y)
-8xy+2x-16x^2+x^2y^2+y+2y
-8xy+2x-16x^2+x^2y^2+3y <answer
because other 'members' aren't the same as the others
Foxyfoxfox
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#52
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I don't think you can combine variables, it seems like you just have to simplify it..
e: darn typos, yes combince is a word
Vedae
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#53
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Foxyfoxfox a dit :
I don't think you can combince variables, it seems like you just have to simplify it..

combine like terms
Abdeltif
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#54
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Taeyeonrawr a dit :
2x(-4y+1)-(4x-xy)(4x+xy)+(y+2y)
-8xy+2x-16x^2+x^2y^2+y+2y
-8xy+2x-16x^2+x^2y^2+3y &lt;answer
because other 'members' aren't the same as the others

Omo ty,
Zetsuen
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#55
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Abdeltif a dit :
Help me get the short form of this please :(
2x(-4y+1)-(4x-xy)(4x+xy)+(y+2y)

God thanks that this thread is allowed &amp;amp;lt;3

= -8xy + 2x -4x + xy + y + 2y
= -8xy+xy + 2x-4x + y+2y

= -7xy -2x +3y

edit oooPS i didn't see the double bracket nevermind
Koopafan
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#56
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I'm willing to do anything 7/8th grade math or lower, (I'm in Algebra WOO) so I can do CLT (Combine Like Terms), Solving a System of Equations, Substitution, Elimination, etc.
Fantality
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#57
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Koopafan a dit :
I'm willing to do anything 7/8th grade math or lower, (I'm in Algebra WOO) so I can do CLT (Combine Like Terms), Solving a System of Equations, Substitution, Elimination, etc.

I hate algebra maths is far to hard for me :(
Unicorm
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#58
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someone please help me disprove this conjecture i made by finding a counter-example:

"If given two consecutive integers each raised to the same integer exponent, then the sum of the resulting Powers and the sum of the differences of the Powers from their corresponding original integers, will yield a difference equal to the sum of the given two consecutive integers when subtracted respectively."
Abcnicoles
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#59
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I need help.


Identify the adjective phrase or the adverb phrase and prepositional phrase.
1. Years later, she gained fame as a world-class athlete.
2.all of her hard work made her strong
3.illnesses like these were often deadly
4.rudolph suffered from polio and scarlet fever when she was four years old.
5.for many years rudolph used a leg brace when she walked
Thx!
Kredos
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#60
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Abcnicoles a dit :
I need help.


Identify the adjective phrase or the adverb phrase and prepositional phrase.
1. Years later, she gained fame as a world-class athlete.
2.all of her hard work made her strong
3.illnesses like these were often deadly
4.rudolph suffered from polio and scarlet fever when she was four years old.
5.for many years rudolph used a leg brace when she walked
Thx!

it seems a though im stupid, and i forgot what phrases are

and isn't this year 4 work

(ill help you, hold on)
e: i can't help you, it's too hard
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