Solve The Inequality 4x 5 2x 11

Solve the inequality 4x + 5 <2x 11? 3

I forgot ...: /

First you need to change the less than equal symbols.

You get: 4x + 5 = 2x + 11

Second, you need to get all the variables on one side and all the numbers on the other. You can subtract 2x from both sides.

You get: 2x + 5 = 11

5 always has a variable, so you need to reduce it this way.

You get: 2x = 16

Third, divide both sides by 2.

You get: x = 8

Finally, change your inequality symbol.

0.4x + 5 <1 million follows 2x - 4 decimal fractions. Remember, 0.4 = 4/10 and one million 2 = 12/10 multiply both components by 10 (least friendly denominator). Since 10 is useful, the "sense of inequality" would be equal to: 10 (0.4x + 5) <10 (one million 2x - 4) 4x + 50 <12x - 40 Moves interchangeable words - at least one zone Convert to 4x + 50 Â € “4x + 40 <12x -" 40 Â "Simplify 4x + 40 Eighty - Ten <8x Divide the two components into 8 ninety / 8 <x Note that this is the same technique you used. Can use up to 0.4x + 5. = One million. 2x - 4. Simply put, we can be careful with multiplication or after that it's a problem. Ninety / 8 = 11 in one million / 4 = 11.25 can no longer confirm your error.

Inequalities are resolved like equations, except that multiplying / dividing by a negative number changes the meaning of the sign, which otherwise remains exactly the same.

4x 2x <11 5

2x <16

x <8