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Really Hard Maths

i have got some work which i dont understand how to do
i have to find x from the formula x^2+4x+4=0 i have no idea were to start i tried x^2+4x=4 then x(x+4)=4 so x=4 and x=1 but the back of the book says x=-2 is the book wrong?
(edited 9 years ago)

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Reply 1
Original post by user6
i have got some work which i dont understand how to do
i have to find x from the formula x^2+4x+4=0 i have no idea were to start i tried x^2+4x=4 then x(x+4)=4 so x=4 and x=1 but the back of the book says x=-2 is the book wrong?


factorize the quadratic or use the quadratic formula.

do you remember this from your GCSE?
You aren't facorising it correctly. What you should be trying to do is trying to split x^2 + 4x + 4 into 2 brackets. E.g (x * ?)(x * ?)
Reply 3
Original post by TeeEm
factorize the quadratic or use the quadratic formula.

do you remember this from your GCSE?


i did factorize it but the answer is wrong? i dont think we done quadratic formula yet
Reply 4
Original post by AwesomeSauce#1
Aren't facorising it correctly. What you should be trying to do is be trying to split x^2 + 4x + 4 into 2 brackets. E.g (x * ?)(x * ?)


so like (x+4x)(x+4)?
Original post by user6
so like (x+4x)(x+4)?


Like (x+4)(x+4)

That's not the answer though :biggrin:
Reply 6
Original post by user6
i did factorize it but the answer is wrong? i dont think we done quadratic formula yet


book is correct

factorize into 2 brackets with the right hand side = 0

(x+...)(x+...)=0

does this ring any bells?

PS what course are you doing?
Reply 7
Original post by user6
i have got some work which i dont understand how to do
i have to find x from the formula x^2+4x+4=0 i have no idea were to start i tried x^2+4x=4 then x(x+4)=4 so x=4 and x=1 but the back of the book says x=-2 is the book wrong?


Your method doesn't work - try putting x = 1 or x = 4 into your original equation and you'll see why!

Have you learned how to solve quadratic equations?
Reply 8
Original post by TeeEm
book is correct

factorize into 2 brackets with the right hand side = 0

(x+...)(x+...)=0

does this ring any bells?

PS what course are you doing?


not sure what u are doing how do I get 0 from my formula? and how do I get the 2 brackets?
Reply 9
Original post by davros
Your method doesn't work - try putting x = 1 or x = 4 into your original equation and you'll see why!

Have you learned how to solve quadratic equations?


whats wrong with x=1? 1^2+4+4=9 whats wrong?
Reply 10
Original post by user6
not sure what u are doing how do I get 0 from my formula? and how do I get the 2 brackets?


Have you been through this in class or with a teacher?

You shouldn't be trying to tackle something like this if you haven't been taught the method to begin with :smile:
Reply 11
Original post by AwesomeSauce#1
Like (x+4)(x+4)

That's not the answer though :biggrin:


how do i do this because (x+4)(x+4)=x^2+16 how does that help?
Reply 12
Original post by user6
not sure what u are doing how do I get 0 from my formula? and how do I get the 2 brackets?


for example

if (x-2)(x+5)=0

then either
x-2=0
x=2

or
x+5=0
x=-5
Reply 13
Original post by user6
whats wrong with x=1? 1^2+4+4=9 whats wrong?


What's wrong is that you're trying to get the answer 0 not 9 :smile:
Reply 14
Original post by davros
Have you been through this in class or with a teacher?

You shouldn't be trying to tackle something like this if you haven't been taught the method to begin with :smile:


I have to teach myself (cannot afford a teacher lol) because i failed gcse maths and sixth form is making me resit
Reply 15
Original post by user6
how do i do this because (x+4)(x+4)=x^2+16 how does that help?


That's not true either!

(x + 4)(x + 4) = x^2 + 8x + 16.

Have you covered multiplying brackets in class?
Reply 16
Original post by TeeEm
for example

if (x-2)(x+5)=0

then either
x-2=0
x=2

or
x+5=0
x=-5


why? maths is soo hard:confused:
Reply 17
Original post by user6
I have to teach myself (cannot afford a teacher lol) because i failed gcse maths and sixth form is making me resit


Nothing wrong with teaching yourself but you need to get hold a textbook or suitable revision guide that can take you through the material in an organized manner.
Reply 18
Original post by davros
That's not true either!

(x + 4)(x + 4) = x^2 + 8x + 16.

Have you covered multiplying brackets in class?


i dont know? you can multiply brackets? i didnt know that what is ) times ) then?
Reply 19
Use the quadratic formula.

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