Question

3x +2 <0 and 4x -320

Answer 1

Answer:
2 3 3 4
OR OR 'NO SOLUTION'

Explanation: The given inequalities are,

3x+2<0
and
x-3>0
  

Let us take first inequality

3x+2<0

subtract 2 from both sides

divide both sides by 3

2-3

So,

-------------------------------------------------- (1)

3

Now, takes the second inequality,

x-3>0

add 3 in both sides

Now, divide both sides by 4

2

So,

------------------------------------------------- (2)

Since the inequality is 'and' type so, the solution will be the intersection of these two solutions. So,

2 3 3 4

Since, there is no common between the two solution sets. So, the solution of inequality will be

OR x has no solution which satisfy both the inequalities at the same time.