Which of the following inequation is equal to the given inequation 6x - 2 < 5x + 3?

6x- 5x < 3 + 2

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6x + 5x < 3-2

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6x - 5x > 3+ 2

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11 x > 5

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Solution

The correct option is A
6x- 5x < 3 + 2

When a positive integer is taken on the other side of the inequality then it becomes a negative integer and vice versa;

So here , all the x terms are taken on one side and the constant term is taken on the other side of inequality

Therefore we have

6x - 5x < 3 + 2 ( + 5x becomes (-5x) and (-2) becomes (+2)

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