Solve the following inequalities 2x-6<8?

Answer 1

2x - 6 < 8

2x < 14

x < 7

Answer 2

2x-6 < 8
+6 +6
2x<14
x<7

Answer 3

2x-6<8=2x<8+6
=2x<14
=2x/2<14/2
=x<7

Answer 4

i'd desire to isolate x on the left and the consistent on the spectacular. This finally leads to (4 - 3)x >= sixteen - 8, or x >= 8. Now this means that y would desire to be something, and we've a vertical line at x = 8, which includes all diverse x values x >8. Your graph will prepare not something on the x--y coordinate kit, till finally you hit hit 8, then each and every component is possibility-unfastened as a answer: (x >= 8, -infinity =< y >= infinity). Draw your vertical line at x = 8 and colour each and every component to the spectacular of the line, inclusive of x = 8. it incredibly is all there is. the only "trick" is to be helpful to account for the implicit y values which come into play with existence of the inequality "x".

Answer 5

2x-6<8
2x<14 adding 6 both sides
x<7 dividing by 2
note;
the sign of inequality will be change if you multiply a negative number on both sides of the inequality.

Answer 6

Hey there!

Here's the answer.

2x-6<8 --> Write the problem.
2x<14 --> Add 6 to both sides of the inequality.
x<7 Divide 2 on both sides of the inequality.

So the answer is x<7.

Hope it helps!

Answer 7

2x < 14
x < 7

Answer 8

2x-6<8
2x<14
x<7

Answer 9

2x-6+6<8+6
2x<14
2x/2<14/2
x<7

Answer 10

2x-6<8
2x<14
X<7

;)