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AS Maths C1 Question Help

Any help with this question would be greatly appreciated:

Find the value of x such that

1+x
----- = ('root' 3)
x

giving your answer in the form a + b ('root' 3)

Thanks
Original post by JG735
Any help with this question would be greatly appreciated:

Find the value of x such that

1+x
----- = ('root' 3)
x

giving your answer in the form a + b ('root' 3)

Thanks


Multiply both sides by something to get rid of the fraction, get all x-terms on one side and all other terms on the other, factorise x out and divide
Reply 2
Original post by JG735
Any help with this question would be greatly appreciated:

Find the value of x such that

1+x
----- = ('root' 3)
x

giving your answer in the form a + b ('root' 3)

Thanks


I think you have to rearrange it to get x on its own.
Reply 3
Original post by Fuzzy12345
Multiply both sides by something to get rid of the fraction, get all x-terms on one side and all other terms on the other, factorise x out and divide


Okay well I've got 1 + x = x ('root' 3)
Then x = x ('root' 3) - 1

But don't know where to go from there
Reply 4
Original post by JG735
Okay well I've got 1 + x = x ('root' 3)
Then x = x ('root' 3) - 1

But don't know where to go from there


Take the x(root 3) part to the other side. You can then do some factorisation...

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