$10$ tens $=$  hundred.

_____ hundreds $=1$ thousand.

Fill in the missing numbers.

$10$ one thousand $=$ _____ ten thousand.

The population of a country was $\mathrm{91,453}$ ten days ago. Now, it has become one lakh fifty-four thousand eight hundred fifty-four.

Fill in the blanks using the given information.

The number $\mathrm{91,453}$ in words is_____.

The population of a country was $\mathrm{91,453}$ ten days ago. Now, it has become one lakh fifty-four thousand eight hundred fifty-four.

Fill in the blanks using the given information.

One lakh fifty-four thousand eight hundred fifty-four in numeral is _____.

The population of a country was $\mathrm{91,453}$ ten days ago. Now, it has become one lakh fifty-four thousand eight hundred fifty-four.

Fill in the blanks using the given information.

Place value of the digit $9$ in $\mathrm{91,453}$ is _____.

The population of a country was $\mathrm{91,453}$ ten days ago. Now, it has become one lakh fifty-four thousand eight hundred fifty-four.

Fill in the blanks using the given information.

The digit in the thousands place in $\mathrm{91,453}$ is _____.

The smallest six-digit number possible with the digits $\mathrm{3,4},\mathrm{9,6},7$ without repeating the digits is ____.

Note: This question given in the book seems to have errors and the modified question should be as given below.

The smallest five-digit number possible with the digits $3, 4, 9, 6, 7$ without repeating the digits is _____.