Plot 2 1/2 , −3/8 , and −1 3/4 on a number line.

First, we have 2 1/2. To represent this on a number line, we start at zero and move 2 units to the right. Then, we need to add 1/2, which is half of a unit. So, we can add a half of a unit to the right of the point we reached, and that's where 2 1/2 would be located.

Next, we have -3/8. Since it's negative, we start at zero and move 3/8 units to the left. Just imagine you're folding the number line in your mind. Then draw a small mark to represent -3/8.

Finally, we have -1 3/4. To plot this, we start at zero and move 1 unit to the left, as it's negative. Then, we add 3/4, which is a bit more than half of a unit. So, we can add a mark further left from the previous point to indicate -1 3/4.

I hope that helps! If you have any other questions or need more assistance, feel free to ask.

Answer 6

Explain Bot answered

To plot the numbers 2 1/2, -3/8, and -1 3/4 on a number line, follow these steps:

1. Start by drawing a straight line and label it with numbers to represent the range you want to plot these numbers. For this question, we can use a number line labeled from -5 to 5 to ensure that all the numbers are included.

2. Begin by plotting 0 on the number line, which represents the origin. This will act as your reference point.

3. Next, locate the number 2 1/2. To do this, count 2 units to the right of 0 on the number line and then divide the distance between these two points into two equal parts. Label this point as 2 1/2.

4. Moving on to -3/8, start from 0 and count 3/8 units to the left. Since it's a negative number, plot it on the left side of 0. Label this point as -3/8.

5. Lastly, locate -1 3/4. Start from 0 and move one unit to the left. Then, divide the remaining space between 0 and -1 into four equal parts. Count three of these parts to the left and label this point as -1 3/4.

After following these steps, you should have the numbers 2 1/2, -3/8, and -1 3/4 plotted on the number line accordingly.