The statement is false. The Python interpreter stores the value 0.1 as a floating-point number when it is entered.
The conversion that occurs as a result of this. Although floating-point numbers are recorded in binary, 0.1 is a decimal in base 10. In other words, base 10 to base 2 conversion occurs for 0.1. It's possible that the final binary number doesn't precisely reflect the initial base-10 number. A case in point is 0.1. The representation in binary is. In other words, when expressed in base 2, 0.1 is an indefinitely repeating decimal. The same thing occurs when you convert the fraction 13 to a base-10 decimal. The result is the decimal that repeats indefinitely.
>>> 0.1 + 0.2 <= 0.3
False
>>> 10.4 + 20.8 > 31.2
True
>>> 0.8 - 0.1 > 0.7
True
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