Question

Which statements are true? Check all that apply.

A number line from 0 to 1. There are 10 unnumbered points between 0 and 1. There is a circle is on the third, seventh, and tenth points.

Two-elevenths is the smallest value plotted on the number line.
Eight-elevenths is between Seven-elevenths and Ten-elevenths.
Five-elevenths is greater than Seven-elevenths.
Ten-elevenths is equal to 1 whole.
Two-elevenths is less than Three-elevenths.

Answer 1

Out of the statements presented, two-elevenths being the smallest value plotted and five-elevenths being greater than seven-elevenths are false. Eight-elevenths falling between seven-elevenths and ten-elevenths, and two-elevenths being less than three-elevenths are true, while the statement that ten-elevenths is equal to 1 whole is false.

Step-by-step explanation:

Let's evaluate each statement given the information about a number line from 0 to 1 with 10 unnumbered points between 0 and 1, and circles on the third, seventh, and tenth points:

• Two-elevenths is the smallest value plotted on the number line: This is false because two out of eleven parts would be the second point, not the third.
• Eight-elevenths is between Seven-elevenths and Ten-elevenths: This is true, as eight-elevenths would logically fall between the seventh and tenth points.
• Five-elevenths is greater than Seven-elevenths: This is false because five-elevenths comes before seven-elevenths on the number line.
• Ten-elevenths is equal to 1 whole: This is false because ten-elevenths is not the same as one whole, which would be eleven-elevenths.
• Two-elevenths is less than Three-elevenths: This is true, as two-elevenths comes before three-elevenths on the number line.