What values of x will satisfy the inequality x – 18x – 646 > 2?
Ox<-24 , x> 27
Ox<-18 , x > 36
0 -15 < x < 24
0 36<x< 18
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Given:
(i) The inequality is x – 18x – 646 > 2
To find:
(i) The values of x satisfying the inequation.
Solution:
The given inequality is
x – 18x – 646 > 2
∴ -17x > 648
∴ 17x < -648 [Multiplying with negative, changes sign of inequality]
∴ x < -648/17
∴ x < -38.12
So, any values lesser than -38.12 will satisfy the inequality.
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