Determine the distance between −18.26 and −2.45 on a number line.(1 point)
To determine the distance between −18.26 and −2.45 on a number line, we can subtract the two values and take the absolute value of the result:
|-18.26 - (-2.45)| = |-18.26 + 2.45| = |-15.81| = 15.81
Therefore, the distance between −18.26 and −2.45 on a number line is 15.81 units.
Identify the absolute value of −57 3/5.
To determine the distance between two points on a number line, we subtract the smaller number from the larger number and take the absolute value of the result. In this case, we have:
Distance = |(-2.45) - (-18.26)|
= |(-2.45) + 18.26|
= |15.81|
Therefore, the distance between -18.26 and -2.45 on a number line is 15.81 units.
To determine the distance between two numbers on a number line, you can use the absolute value of their difference.
The absolute value of a number is simply the distance of that number from zero. It disregards the sign (positive or negative) of the number.
So, to find the distance between -18.26 and -2.45, we can subtract the two numbers and then take the absolute value of their difference.
|-18.26 - (-2.45)| = |-18.26 + 2.45|
Now, let's calculate the absolute value of -18.26 + 2.45:
|-18.26 + 2.45| = |-15.81|
Since -15.81 is negative, we take the absolute value to make it positive:
|-15.81| = 15.81
Therefore, the distance between -18.26 and -2.45 on a number line is 15.81 units.