1\x-3-1\x-6=9/20 solve value of x
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Answered by
7
Take (x-3) (x-6) LCM WE GET (X-6) -(x-3) = 9/20 (x-3)(x-6) => -3 *20 /9 = x^2 -9x + 18 => 3x^2 - 27x + 54 + 20 =0 => 3x^2 -27x +74 =0 now solve the quadratic equation
Answered by
3
the maths equation editor is not working properly. so i write like this,
1/(x-3) - 1/ (x - 6) = 9 / 20
-3 / (x^2 -9 x + 18) = 9 /20
x^ - 9 x + 74/3 = 0
as 9^2 - 4*74/3 < 0 so, values of x are imaginary and not real.
x = [ 9 +- root(17.667) i ] / 2
1/(x-3) - 1/ (x - 6) = 9 / 20
-3 / (x^2 -9 x + 18) = 9 /20
x^ - 9 x + 74/3 = 0
as 9^2 - 4*74/3 < 0 so, values of x are imaginary and not real.
x = [ 9 +- root(17.667) i ] / 2
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