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How do you solve inequalities with variables on both sides? - Answers

This is quite similar to solving equations. Here is an example: 4x > x - 9 Subtract "x" on both sides: 3x > -9 Divide by 3: x > -3 The main precaution is that if you multiply by a negative number, you MUST invert the inequality! Here is another example: 3x > 5x + 10 Subtract "5x" on both sides: -2x > 10 Divide by (-2); note that the inequality MUST be turned around in this case: x < -5



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How do you solve inequalities with variables on both sides? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_solve_inequalities_with_variables_on_both_sides

This is quite similar to solving equations. Here is an example: 4x > x - 9 Subtract "x" on both sides: 3x > -9 Divide by 3: x > -3 The main precaution is that if you multiply by a negative number, you MUST invert the inequality! Here is another example: 3x > 5x + 10 Subtract "5x" on both sides: -2x > 10 Divide by (-2); note that the inequality MUST be turned around in this case: x < -5



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https://math.answers.com/math-and-arithmetic/How_do_you_solve_inequalities_with_variables_on_both_sides

How do you solve inequalities with variables on both sides? - Answers

This is quite similar to solving equations. Here is an example: 4x > x - 9 Subtract "x" on both sides: 3x > -9 Divide by 3: x > -3 The main precaution is that if you multiply by a negative number, you MUST invert the inequality! Here is another example: 3x > 5x + 10 Subtract "5x" on both sides: -2x > 10 Divide by (-2); note that the inequality MUST be turned around in this case: x < -5

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      This is quite similar to solving equations. Here is an example: 4x > x - 9 Subtract "x" on both sides: 3x > -9 Divide by 3: x > -3 The main precaution is that if you multiply by a negative number, you MUST invert the inequality! Here is another example: 3x > 5x + 10 Subtract "5x" on both sides: -2x > 10 Divide by (-2); note that the inequality MUST be turned around in this case: x < -5

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