Using the number $ 913256 $, how do you write the digit in the ten thousand places?

Hint: We break the number and its digits according to their positional value. We find the digit in the ten thousand places which is actually the $ {{5}^{th}} $ position of the number starting from the right. We also find the place value and the face value of that digit.

Complete step by step answer:
We have to find the digit in the ten thousand places of the number $ 913256 $.
In a number, all the digits can be named according to their place of position.
The naming starts from the right side of the number. The number system is available and is essential for characterizing the digits into groups of tens, hundreds, and even thousands.
The respective naming is for unit’s place, ten’s place, hundred’s place, and so on.
Therefore, the naming for ten thousand places is for the digit which is at the $ {{5}^{th}} $ position of the number starting from the right.
In the number $ 913256 $ , the digit 1 is in the $ {{5}^{th}} $ position of the number starting from the right.
We can say that 1 is in the digit in the ten thousand places in the number $ 913256 $.

Note:
We also can find the place value and the face value of the digit 1 in $ 913256 $. The major difference between place value and face value is that the place value deals with the position of the digit, and the face value represents the actual value of a digit.
Therefore, the place value and the face value of the digit 1 in $ 913256 $ is $ 10000 $ and 1 respectively.