3/(x-2)<1
with the help of the example in pic plzz solve this like the same way...
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Result is less tan 1, means that denominator is greater than 3.
Thus, giving rise to inequation–
x-2 > 3,
or, x > 3+2,
or, x > 5 [Answer]
Thus, in terms of interval, your solution is the interval (5, infinity). [Sorry, I could not find suitable symbol for infinity].
Comment of message me for more, if needed. You can report this answer or notify me if somthing wrong found with this answer. Thanks!
Thus, giving rise to inequation–
x-2 > 3,
or, x > 3+2,
or, x > 5 [Answer]
Thus, in terms of interval, your solution is the interval (5, infinity). [Sorry, I could not find suitable symbol for infinity].
Comment of message me for more, if needed. You can report this answer or notify me if somthing wrong found with this answer. Thanks!
bkk7702bd:
thank u so much
Just wait more to be added.
hmm
The result is less than 1 also when denominator is negative, i.e., (x-2)<0 => x<2
hmm got it... thanx for ur support
This give another interval (2, -ve infinity).
i want to correct u in one place, whenever we write the solutions for x then we go from left to right, i.e. (-infinity,2)
Yes, thanks for correction!
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