Give on example of each using numbers. 1. Arrange these numbers in ascending order on the number line: \[ \begin{array}{l} \text { Arrange these numbers in ascending order. } \\ \begin{array}{r} 17235,17347,18212,17922,17211,17678 . \\ 17235 j 17 \quad 347 j 17678 j 17922 j 18 \\ 17 \end{array} \end{array} \] \( 17235,17347,18212,17922,17211,17678 \). a. What is the difference befween the fourth and sixth number on the num 17211 line? \( \square \) b. What number is between the third and the fifth interval on the number \( \square \) c. Write a whole number bigger than the fourth number, but smaller tha number \( \square \) d. Which is the smallest number? \( \square \) e. Which is the biggest number? \( \square \) 2. Arrange these numbers in ascending order on this number line: \( 1782,2342,1699,1571,2102,1999 \) \( \qquad \) a. What is the smallest number? \( \square \)
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17211, 17235, 17347, 17678, 17922, 18212. Now, let's break it down: a. The fourth number is 17678 and the sixth number is 18212. The difference is \( 18212 - 17678 = 434 \). So, \( 434 \). b. The third number is 17347 and the fifth number is 17922. The number between them is 17678. Thus, it's \( 17678 \). c. A whole number larger than the fourth number (17678) but smaller than the sixth number (18212) could be \( 18000 \). d. The smallest number from our list is \( 17211 \). e. The biggest number is clearly \( 18212 \). Now, booking it over to the second list: Arranging the numbers gives us: \( 1571, 1699, 1782, 1999, 2102, 2342 \). a. The smallest number here is \( 1571 \).