6.9B Represent Inequality Solutions on Number Lines

Last updated over 3 years ago

4 questions

2

6.9.A

6.9.B

1

6.9.B

1

6.9.B

1

6.9.B

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6.9B Represent Inequality Solutions on Number Lines

Last updated over 3 years ago

4 questions

2

6.9.A

6.9.B

1

Which number line represents the solution to 90 > 15x?

6.9.B

1

Joseph wants to earn money to buy a video game console. He decided to sell dinner plates for $12 each. He wants to make more than $150 in dinner plate sales. The inequality 12b > 150 can be used to determine the number of dinner plates, p, he must sell in order to meet his goal. How many dinner plates can Joseph sell to meet or exceed his goal? Select THREE correct answers.

6.9.B

1

The number line below shows the solution for x. 

Choose the correct answer from the drop-down menu to complete the statement about x?

x __________ __________

6.9.B

The perimeter of a triangle is at least 104 units. The combined length of two sides of the triangle is 64 units. Which of the following represents possible values of the third side of the triangle in units? Select the correct answers in each row.

Which number line represents the solution to 90 > 15x?

Joseph wants to earn money to buy a video game console. He decided to sell dinner plates for $12 each. He wants to make more than $150 in dinner plate sales. The inequality 12b > 150 can be used to determine the number of dinner plates, p, he must sell in order to meet his goal. How many dinner plates can Joseph sell to meet or exceed his goal? Select THREE correct answers.

The number line below shows the solution for x. 

Choose the correct answer from the drop-down menu to complete the statement about x?

x __________ __________

The perimeter of a triangle is at least 104 units. The combined length of two sides of the triangle is 64 units. Which of the following represents possible values of the third side of the triangle in units? Select the correct answers in each row.

Represents Possible Values

DOES NOT Represent Possible Values

64 + x ≥ 104

x + 64 ≤ 104

23

20

12

8