absolute value(3-3/4x) is greater than 9. Solve absolute value inequality.?

Answer 1

|3 - (3/4)x| > 9

3 - (3/4)x > 9
OR
3 - (3/4)x < -9

3 - (3/4)x > 9
-(3/4)x > 6
(3/4)x < 6
x < 8


3 - (3/4)x < -9
(-3/4)x < -12
-x < -16
x > 16

x = (-∞, 8) U (16, ∞)

Answer 2

To resolve this question the ab val of x is whats required,,,if 3/4 of x = |9| + |3| =12 then 4/4 of x = 16

answer x=16

3-3/4x>9 or 12>3/4x therefore 1/4x = 4 , 4/4x=16

Hope i helped you a little here...From the E...

Answer 3

{3-3/4x)>9
you need both a positive and a negitive answer so cange the signs for one problem and keep them the same for the other
3-3/4x>9 3+3/4x>-9
minus 3 from ecah side for both problems
-3/4x>6 3/4x>-12
divide the first one by -3/4 and the second one by 3/4
when dividing by a negitive switch the sign
x<-8 x >16

Answer 4

|3-3/4x| >9 This can be rewritten as:
-9 >3- 3x/4 >9
Subtrac 3 from each term getting:
-12 >3x/4 > 6
Multiply each term by 4/3, getting:
-16 > x > 8

Answer 5

I3-3/4xI >9
Get rid of absolute
3+3/4x >9
Make all equation upsite down
1/3+4x/3 >1/9
(1+4x)/3 >1/9
Multiply whole equation with 3
1+4x >1/3
Subtract whole equation with 1
4x >1/3-1
4x > -2/3
Divide whole equation with 4
x > -2/12
x > -1/6

Answer 6

3 + 3/4x > 9
3/4x > 9
x > 12

Answer 7

answer to absolutely the value is X=-4/5 and x=2 the answer set is (-4/5,2). the line graph would be 2 open circle dots linked between -4/5 and 2 What you will desire to do is desperate it equivalent to 7 and -7 and resolve for X. Then attempt factors that are below your smallest style, in between your greatest and smallest style, and then a style greater beneficial than your greatest style. Then from there you would be waiting to locate your answer set.