Solve Question: 7/[(x-3)(x-2)]+9/(x-3) + 1 <0 - Get Help Now

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To solve the inequality 7/[(x-3)(x-2)] + 9/(x-3) + 1 < 0, it is suggested to rewrite it in a more usable form to identify potential solutions. The key point is that solving inequalities is similar to solving equalities, with the crucial difference being that the inequality sign must be flipped when multiplying or dividing by a negative number. The discussion emphasizes the importance of transforming the expression to facilitate finding solutions. Overall, focusing on rewriting the inequality will help in solving it effectively.
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7/[(x-3)(x-2)]+9/(x-3) + 1 <0
How to solve this question. Just give me hint.

can you tell me how to write the words so that they come beneath other.

I know this question is for section homework help but i didn't found any suitable place for this question there so i put it here.


Thanks for any kind of help.
 
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Inequalities are solved mostly the same as equalities; the only difference is you must flip the inequality when multiplying or dividing it by a negative number.

Most importantly, try getting it into some more usable forms. This isn't too useful:
r8a7g3.gif


These two are better:
nwfxoy.gif

zloym8.gif


Does that make some solutions jump out to you?
 
KingNothing said:
Inequalities are solved mostly the same as equalities; the only difference is you must flip the inequality when multiplying or dividing it by a negative number.

Most importantly, try getting it into some more usable forms. This isn't too useful:
r8a7g3.gif


These two are better:
nwfxoy.gif

zloym8.gif


Does that make some solutions jump out to you?
Thanks!..
 
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