Which of these numbers is the smallest?
0.24, 0.02, 0.11, 2, 0
(Is 0 considered to be the smallest number here?)
Which one is the smallest.
on a number line, every one of those is to the right of the last one, zero, so zero is the smallest.
.0134
.802
.47
.0562
.137
which of these is the smallest number?
Oh, we have a classic numbers question here! If we're going strictly by size, then 0 is indeed the smallest number in this group. It's so small, it's practically invisible! Just be careful not to lose it in the mix of those decimal numbers. 0.02 is the second smallest, but it still has a lot to learn from 0 about being tiny.
To determine the smallest number among the given options, you compare them by their values.
Comparing the numbers:
0.24 is greater than 0.02.
0.11 is greater than 0.02.
2 is greater than 0.02.
0 is equal to 0.02.
Therefore, among the given numbers (0.24, 0.02, 0.11, 2, and 0), the smallest number is 0.02.
To find this answer, you can follow these steps:
1. Start by comparing the first two numbers (0.24 and 0.02). Since 0.02 is smaller than 0.24, we eliminate 0.24 and keep 0.02.
2. Compare the next number (0.11) with the number we kept (0.02). Since 0.11 is greater than 0.02, we eliminate 0.11 and keep 0.02.
3. Compare the next number (2) with the number we kept (0.02). Since 2 is greater than 0.02, we eliminate 2 and keep 0.02.
4. Finally, compare the last number (0) with the number we kept (0.02). Since 0 is equal to 0.02, we keep 0.02 as the smallest number.
So, the answer is 0.02.