Place the following numbers in order as they would appear on a number line, left to right: −2.0, 0.25, −1.02, 1.98.
−2.0, −1.02, 0.25, 1.98
how do u know that?
To order the numbers as they would appear on a number line, we can compare them to each other and determine their relative positions.
First, we can see that −2.0 is the smallest number among the given options, so it should be placed furthest to the left on the number line.
Next, we can compare −1.02 and 0.25. Since −1.02 is negative and 0.25 is positive, we know that −1.02 should be placed to the left of 0.25 on the number line.
Finally, we compare 0.25 and 1.98. Both numbers are positive, so we can compare their magnitudes. Since 1.98 is greater than 0.25, it should be placed to the right of 0.25 on the number line.
Therefore, the order from left to right on the number line is: −2.0, −1.02, 0.25, 1.98
To place the given numbers in order as they would appear on a number line, left to right, we need to arrange them from smallest to largest.
First, let's compare the whole numbers:
-2.0 < -1.02 < 1.98
Next, let's compare the decimal numbers:
-1.02 < 0.25
Now, we can combine the results:
-2.0 < -1.02 < 0.25 < 1.98
Therefore, the numbers in order from left to right on a number line would be:
-2.0, -1.02, 0.25, 1.98
To place the numbers in order on a number line, we need to arrange them from left to right based on their values. Let's start by comparing the whole numbers:
-2.0 < -1.02 < 0.25 < 1.98
The first number, -2.0, is the smallest among the whole numbers. Next, we compare the decimal numbers:
-2.0 < -1.02 < 0.25 < 1.98
Among the decimal numbers, -2.0 is still the smallest. Now, we compare -1.02 and 0.25. Since -1.02 is negative, it is smaller in value. Finally, we compare 0.25 and 1.98. We can see that 0.25 is smaller than 1.98.
So putting it all together, the numbers in order from left to right on a number line are:
-2.0, -1.02, 0.25, 1.98