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:
0.01
Write the following fraction as a decimal:
\( \frac{5}{100}= \)
When you divide by 100, you're making the number 100 times smaller. Moving the decimal two places left does exactly that - it makes 1.0 become 0.01.
Count the zeros! 10 has 1 zero = move 1 place left. 100 has 2 zeros = move 2 places left. 1000 has 3 zeros = move 3 places left.
Add zeros to the left! For , start with 1.0, then add a zero to get 01.0 so you can move two places left to get 0.01.
Yes! Trailing zeros after the decimal don't change the value. 0.010 = 0.01 = 0.0100. You can drop zeros at the end for the simplest form.
Multiply your decimal by the original denominator. 0.01 × 100 = 1, which matches our original numerator. This confirms our answer is right!
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