Numbers up to 10,000

Identify the face value of $1$ in $3,145$.

What is the place value of the digit $9$ in $4,329$?

Which digit is in the ones place of $1,111$?

Short form of $8,000 + 700 + 60$ is:

Which of the following is true for the number $6,321$?

What is the place value of the largest digit in the number $1,382$?

Identify the number where the place value of $5$ is $50$.

What is the sum of the place value of $2$ in $2,000$ and the place value of $2$ in $200$?

In the number $4,567$, find the value of (Place value of $4$) - (Place value of $6$).

What is the largest $4$-digit number that has $0$ at the tens place and no repeating digits?

What is the standard form of $5$ thousands $+ 2$ hundreds $+ 3$ tens $+ 4$ ones?

What is the standard form of $8321$ in expanded form?

The expanded form of $4,404$ is:

What is the standard form of $1000 + 50$?

What is the standard form of the number made of $4$ ones, $6$ thousands, and $3$ hundreds?

What is the expanded form of $9,990$?

Identify the number: $1000 + 300 + 70 + 4$.

Identify the standard form of $2$ thousands $+$ $15$ hundreds $+$ $25$ tens $+$ $5$ ones.

Find the standard form of $5$ thousands, $42$ hundreds, $5$ tens, and $5$ ones.

What is the standard form of $6$ thousands, $31$ hundreds, and $11$ ones?

What number comes just before $10,000$?

Arrange $1,111, 1,101, 1,110$ in ascending order.

Which of these is the predecessor of $6,000$?

Which number is less than $1,200$?

What is the second largest number in the group $4,927, 4,972, 4,792,$ and $4,729$?

Which of the following comparisons is true?

In the number $6,742$, which digit has the highest place value?

Which is correct? $8$ thousands $3$ tens $\square\ 8$ thousands $3$ hundreds.

I am between $7,100$ and $7,200$. The sum of my digits is $10$. My tens and ones digits are the same. Who am I?

Which of these is the correct descending order for $2,202, 2,022, 2,220, 2,002$?

The predecessor of $9,900$ is:

The successor of $6,111$ is:

Identify the predecessor of $3,030$.

Identify the successor of $7,009$.

Which number is one less than $5,000$?

Identify the successor of $3,099$.

What is the predecessor of $7,777$?

If you take the successor of $2,099$ and then find the predecessor of that result, what is the final number?

Which of these numbers has a predecessor that contains exactly two nines?

What is the predecessor of the successor of the predecessor of $5,000$?

Form the greatest 4-digit number using digits $8, 1, 4, 7$ without repetition.

What is the smallest 4-digit number that can be formed using digits $2, 3, 0, 6$ by using each digit once?

Form the greatest 4-digit number using digits $5, 4, 8, 1$ without repeating any digit.

Using digits $9, 1, 6, 3$, form the smallest 4-digit number.

Using the digits $2, 4, 6, 8$ exactly once, what is the smallest 4-digit number starting with $6$?

Using the digits $8, 7, 5, 0$ exactly once, form the smallest 4-digit odd number.

What is the smallest 4-digit number that can be formed using the digits $1, 1, 2, 3$?

Form the smallest 4-digit number using $5, 7, 1, 4$ exactly once such that $5$ is in the hundreds place.

Create the greatest 4-digit number using $3, 6, 9$ where the digit $9$ is repeated twice.

Using digits $7, 8, 0, 2$ once, find the sum of the digits in the thousands and tens places of the greatest number formed.

What is $51$ rounded to the nearest $10$?

Round $7,777$ to the nearest $10$.

A toy shop sold $3,059$ dolls. Round this to the nearest $10$.

Round $214$ to the nearest $10$.

A warehouse has $2,694$ bags of wheat. After $3$ more bags are added, what is the total number of bags rounded to the nearest $10$?

If you add $5$ to $4,321$, what is the result rounded to the nearest $10$?

Which number is the smallest that rounds up to $100$ when rounded to the nearest $10$?

A whole number $N$ is a multiple of $10$. When $N$ is rounded to the nearest $10$, the result is $100$. Which of these must be $N$?

Subtract $5,000$ from $5,004$ and then round the result to the nearest $10$. What is the final answer?

A $3$-digit number rounds to $120$ when rounded to the nearest $10$. Its hundreds digit is $1$ and its ones digit is $5$. What is its tens digit?