Number System

What is the place value of $9$ in the number $19,876$?

What is the face value of $8$ in the number $18,900$?

What is the place value of the digit $1$ in the number $100$?

Which digit is in the tens place of $1,234$?

In the number $4,56,789$, the period of the digit $4$ is:

How many hundreds are needed to equal the place value of $1$ in $10,000$?

What is the place value of $5$ in the number $2,35,467$ plus the face value of $3$ in the same number?

What is the difference between the sum of the place values of $5$ and $4$ in $5,04,321$ and the sum of their face values?

If the face value of a digit is $6$ and its place value is $6,000$, in which place is the digit located?

Find the sum of the place values of the digit $2$ in the numbers $2,00,000$ and $20,000$.

In the number $12,500$, the digit $5$ belongs to which period?

Round $15,892$ to the nearest $100$.

Form the smallest $6$-digit number using digits $1, 0, 2, 3, 4, 5$ without repeating any digit.

What is the expanded form of $87,654$?

What number is $100$ more than the largest $4$-digit number?

What is the sum of the place values of $8$ and $2$ in $8,42,100$?

Form the largest $5$-digit number using the digits $4, 9, 2$ with repetition allowed.

The sum of the place values of $3$ in $3,43,103$ is:

In the International Place Value system, $7,00,000$ is read as:

Which number is $1$ less than the smallest $6$-digit number?

What is the predecessor of $10,001$?

What is the successor of $19,000$?

Find the predecessor of the number $5,120$.

Identify the successor of $78,456$.

Identify the predecessor of the sum of $2,000$ and $3,000$.

Find the successor of $(10,000 + 99)$.

What is the difference between the successor of $1,001$ and the predecessor of $1,001$?

Which of the following is the predecessor of the successor of the largest 6-digit number?

What is the successor of the number that is $100$ more than the predecessor of $9,999$?

Find the predecessor of the difference between the smallest 5-digit number and the largest 3-digit number.

What is the predecessor of $9,900$?

What is the successor of $2,340$?

Compare: $4,000 + 400 + 4$ \dots $4,404$.

Arrange $6,543, 6,534, 6,453$ in descending order.

In a school math competition, four students earned the following points: Arun earned $87,605$ points, Bela earned $87,506$ points, Chetan earned $87,650$ points, and Diya earned $87,065$ points. If the student with the highest score is in first place, who earned second place?

How many numbers are there between $12,456$ and $12,460$ (excluding both)?

Which is greater: $5$ digits or $6$ digits?

Compare: (Smallest 6-digit number) ——— (Greatest 5-digit number $+ 1$).

What is the difference in value between the '3' in $3,45,678$ and the '3' in $1,23,456$?

Order these numbers in descending order: $P=3,45,670, Q=3,45,067, R=3,45,760, S=3,45,607$.

Which symbol represents the number $10$?

In the standard Roman numeral system, how many basic symbols are used?

Convert the Roman numeral $XLV$ to Hindu-Arabic numeral.

What is the total value of symbols $X, X, I, I$?

Convert the Roman numeral $XLVII$ into a Hindu-Arabic numeral.

Subtract $VI$ from $C$ and identify the correct Roman numeral for the result.

Choose the correct Roman numeral for $66$.

What is the product of $XIX$ and $V$ in Roman numerals?

Divide $CD$ by $L$ and write the quotient as a Roman numeral.

What is $LXXXVIII - XXXIX$ expressed in Roman numerals?

Round the number $44$ to the nearest $10$.

Round $5,678$ to the nearest $1,000$.

Round $222$ to the nearest $10$.

Estimate the product of $9$ and $11$ by rounding each number to the nearest $10$.

Estimate the sum of $156$ and $244$ by rounding each number to the nearest $10$.

Round $4,321$ to the nearest $1,000$.

Round $8,888$ to the nearest $10$.

What is the smallest number that rounds to $5,000$ when rounded to the nearest thousand and contains only the digits $4$ and $5$?

Estimate $89 \times 11$ by rounding $89$ to the nearest $10$ and $11$ to the nearest $10$. Compare this to the estimate where you round $89$ up to $100$ and $11$ down to $10$.

Round $12,345$ to the nearest $10$, $100$, $1,000$, and $10,000$. What is the sum of these four rounded numbers?