george went to the store to buy notebooks.\n• he had $36 to spend.\n• he purchased 4 notebooks.\n• after…

george went to the store to buy notebooks.\n• he had $36 to spend.\n• he purchased 4 notebooks.\n• after buying the notebooks, george had less than $12 left.\nwhat is the solution set for x, the cost of each notebook?\na x > $4\nb x > $3\nc x > $6\nd x > $5

george went to the store to buy notebooks.\n• he had $36 to spend.\n• he purchased 4 notebooks.\n• after buying the notebooks, george had less than $12 left.\nwhat is the solution set for x, the cost of each notebook?\na x > $4\nb x > $3\nc x > $6\nd x > $5

Answer

Explanation:

Step1: Set up the inequality

Let (x) be the cost of each notebook. George spent (4x) dollars on notebooks. He started with (36) dollars and had less than (12) dollars left. So, (36 - 4x<12).

Step2: Solve the inequality for (x)

Subtract (36) from both sides: (- 4x<12 - 36), which simplifies to (-4x<-24). Divide both sides by (- 4). When dividing by a negative number, the inequality sign flips. So, (x > 6).

Answer:

C. (x > $6)