Solve the inequality -6/9 < -4/9x?

-6/9 < -4/9 x
Multiplying both sides by -1,
6/9 > 4/9 x (multiplying by a negative number reverses the inequality)
Multiplying both sides by 9
6 > 4x
Dividing both sides by 4,
6/4 > x
Or 3/2 > x
Or x < 3/2
Ans: x < 3/2

6/9>4/9x
6>4x
4x<6
x<3/2

-6/9 < -4/9x
-6 < -4x
6 > 4x
3/2 > x

short answer - no :)

4?

sorry publicly educated

-6/9 < -4/9(x)
-4/9(x) > -6/9
x < (-6/9)/(-4/9)
x < (-6/9)(-9/4)
x < (6)(1/4)
x < 6/4
x < 3/2 (1.5)

the solution is as follows:-

-6/9 < -4/9 x
we can multiply both sides by 9 so,
(9) (-6/9) < (9)(-4/9)x
or -6 < -4 X
divide both sides by 4 so
-6/4 < -x

now when can multi ply by -1 both sides but , when we multiply by any -ve Term the inequality sign is reversed

so if we multiply by -1 we get
(-1)(-6/4) > (-1)(-x)
or 6/4 > x

this is the answer

-6/9 < -4/9x
6/9 >= 4/9x
assuming x>0
Multiply both sides by 9x
6x>=4
x>= 4/6=2/3

x must be less than 3/2.

X>2/3 if it is -6/4<-4/ 9x

(if x is the variable of 9.. :)

If not, the above answers are coorect... :)