Reduce the following fraction:
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Reduce the following fraction:
To reduce the fraction , you need to express it in its simplest form by removing any trailing zeros. The trailing zero in doesn't change the value of the number, as it represents tenths. Without the zero, the number is reduced to , which is the simplest form.
Reduce the following fraction:
\( 0.30 \)
Both and represent the same value, but is the simplified form because it removes unnecessary trailing zeros.
Reducing a decimal means writing it in its simplest form by removing trailing zeros that don't change the value. It's like simplifying fractions!
Keep trailing zeros when they show precision or measurement accuracy. For example, $2.50 in money or 5.00 cm in science. But in pure math problems, remove them for simplest form.
Only remove zeros after the decimal point that come at the very end. Never remove zeros between other digits or before the decimal point!
No! This problem asks to simplify the decimal, not convert it. Converting to a fraction would give , but that's a different task.
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