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Question
Which of the following is the solution to the inequality 6x - 3 < 33?
Which of the following is the solution to the inequality 6x - 3 < 33?
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Solution
The correct option is C
6x - 3 < 33
6x-3+3 < 33+3 [adding 3 on both the sides]
6x < 36 x < 6 [dividing both the sides by 6]
x cannot be equal to 6; hence, an open circle must be located at 6 on the graph.
The arrow must be pointing to the left to indicate xis any number less than 6.
Thus, the solution graph is:
6x - 3 < 33
6x-3+3 < 33+3 [adding 3 on both the sides]
6x < 36 x < 6 [dividing both the sides by 6]
x cannot be equal to 6; hence, an open circle must be located at 6 on the graph.
The arrow must be pointing to the left to indicate xis any number less than 6.
Thus, the solution graph is:
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