Determine the number of ones in the following number:
0.4
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Determine the number of ones in the following number:
0.4
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: The number given is 0.4. This number is composed of the digits '0', '.', and '4'.
Step 2: Identify any '1's among these digits. There are no '1's in this sequence of digits.
Step 3: Thus, the count of the digit '1' in the number 0.4 is zero.
Therefore, the number of ones in the number 0.4 is .
0
Which figure represents 0.1?
Digit counting means looking at each symbol in the number. In 0.4, we see the digits '0' and '4' - no '1' appears. The value (four tenths) is completely different from which digits are written.
No! The decimal point is just punctuation, like a comma in writing. Only count the actual number symbols: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9.
Then you'd count one occurrence of the digit '1'! The number 0.1 contains the digits '0' and '1', so the answer would be 1.
Because 0.4 means four tenths, not four ones. Having '4 ones' would be written as 1111. The digit '4' in 0.4 represents tenths, not individual ones.
Focus on what you see, not what the number means. Write down each symbol you see in order, then count how many times '1' appears in your list.
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