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To solve this problem, we'll follow these steps:
Now, let's work through each step:
means dividing 77 by 1000.
Step 1: Recognize that the denominator 1000 allows us to place the decimal point 3 positions to the left of the numerator.
Step 2: Start with 77, which can be viewed as 077 to ensure we can correctly place the decimal point.
Step 3: Move the decimal point three places left to get .
Therefore, the solution to the problem is .
0.077
Write the following fraction as a decimal:
\( \frac{5}{100}= \)
The number of zeros in the denominator tells you how many places to move the decimal! 1000 has 3 zeros, so move 3 places left. For 100 (2 zeros), move 2 places.
Add leading zeros as needed! For , think of 7 as 007, then move 3 places left to get 0.007.
Multiply back: 0.077 × 1000 = 77. If you get your original numerator, you're right! This is the fastest way to verify.
Yes! 0.077 = 77 thousandths while 0.77 = 77 hundredths. The extra zero matters - it makes the number 10 times smaller.
Same method! For 77/10, move 1 place left → 7.7. For 77/100, move 2 places left → 0.77. Just count the zeros!
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