The population of China in 2016 was 1 384 916 083 (one billion three hundred eighty four million nine hundred sixteen thousand eighty three). How many times greater is the three on the left of this number greater than the three on the right?

In the number **1,384,916,083**, we have two occurrences of the digit "3": one on the left in the hundred-millions place and one on the right in the ones place.

- The **first "3"** on the left represents **300,000,000** (three hundred million), as it is in the hundred-millions place.
- The **second "3"** on the right represents **3**, as it is in the ones place.

Now, to determine how many times greater the "3" on the left is compared to the "3" on the right, we divide:

\[
\frac{300,000,000}{3} = 100,000,000
\]

Thus, the "3" on the left is **100 million times** greater than the "3" on the right.

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Would you like further details on place values, or have any questions? Here are some related questions to explore:

1. What is the significance of place value in large numbers?
2. How do place values differ in different numbering systems?
3. What is the difference between powers of ten when comparing digits?
4. How can you estimate large numbers quickly using scientific notation?
5. How is division of large numbers applied in real-world situations?

**Tip:** When comparing values in large numbers, always remember to consider the position of the digit in terms of place value.

The population of China in 2016 was 1 384 916 083 (one billion three hundred eighty-four million nine hundred sixteen thousand eighty-three). How many times greater is the three on the left of this number greater than the three on the right?

Discover how to compare place values in the number 1,384,916,083 by determining how many times greater the leftmost 3 (300 million) is than the rightmost 3 (ones place). Learn about division and place value concepts, ideal for Grades 4-6 students.

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