Write the following fraction as a decimal:
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Write the following fraction as a decimal:
Let's write the simple fraction as a decimal fraction
Since the fraction divides by 100, we move the decimal point once to the left and get:
We'll add the zero before the decimal point and get:
0.2
Write the following fraction as a decimal:
\( \frac{5}{100}= \)
When you divide by powers of 10 (like 100), you're making the number smaller. Moving left makes decimals smaller: means 20 ÷ 100 = 0.2
Count the zeros! 10 = 1 zero = 1 place left, 100 = 2 zeros = 2 places left, 1000 = 3 zeros = 3 places left. Easy pattern!
You'll need to use long division instead! The decimal point moving trick only works with denominators that are powers of 10.
No! - you can drop trailing zeros after the decimal point. Both answers mean the same thing.
Multiply your decimal answer by the original denominator. If you get the original numerator, you're right! 0.2 × 100 = 20 ✓
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