Are they the same numbers?
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Are they the same numbers?
Let's observe the numbers after the decimal point.
Due to the fact that 23 and 32 are not identical, the numbers cannot be considered as the same number.
No
Are they the same numbers?
\( 0.23\stackrel{?}{=}0.32 \)
Because place value matters! In 0.23, the 2 is in the tenths place (worth 0.2) and 3 is in the hundredths place (worth 0.03). In 0.32, it's reversed - 3 in tenths (0.3) and 2 in hundredths (0.02).
Start from the left after the decimal point! Compare the first digit after the decimal, then the second, and so on. The first position where digits differ tells you which decimal is larger.
Add zeros to make them the same length! For example, 0.5 becomes 0.50 when comparing to 0.23. This makes it easier to see that 0.50 > 0.23.
Absolutely! Plot both decimals on a number line. 0.23 comes before 0.32, so 0.23 < 0.32. The visual shows they're definitely not equal!
Subtract to find out: . So 0.32 is exactly nine hundredths larger than 0.23.
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