- |2x - 4| -multiply by -1 to clear the negative sign
|2x-4| > 13 (note the direction of the negative sign reverses
-13 > 2x-4
-9/2 > x
2x-4 > 13
2x > 17
x > 17/2
x in (-inf, -9/2) U (17/2, inf)
or
Solve for u
-1/u+2=7/3u+6-3--1/u+2=7/3u+6-3; multiply each side by u to get -1+2u=7/2 - 3u. Then shift over stuff to get 5u=9/2.Then divide and get u=9/10
lim x-->3x^2 -9 / x^3 - 27
please show steps
the answer is suppose to be 2/9-Recall the following identities:
x^2 -9 = (x-3)(x+3)
x^3 - 27 = (x-3)(x^2 + 3x + 9)
So, for x =/= 3 :(x^2 -9)/( x^3 - 27)
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