Write the following fraction as a decimal:
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Write the following fraction as a decimal:
First let's write the simple fraction as a decimal fraction:
Since the fraction is divisible by 10, we can move the decimal point one place to the left to obtain:
1.2
Write the following fraction as a decimal:
\( \frac{5}{100}= \)
Dividing by 10 makes numbers smaller, so the decimal point moves left. Think of it this way: - the 12 becomes 1.2, which is much smaller!
You can still convert! Try equivalent fractions first. For example, . If that doesn't work, use long division.
Count the zeros in the denominator! For 10 (one zero), move one place left. For 100 (two zeros), move two places left.
Absolutely! gives the same answer. The decimal point method is just a shortcut for powers of ten.
You can drop trailing zeros after the decimal point! For example, 1.20 = 1.2. Both represent the same value.
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