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In a 2 digit number the units digit is x and the ten's digit is y then the no is _______
Given:
In a 2 digit number, the units digit is $x$ and the ten's digit is $y$.
To do:
We have to represent the number.
Solution:
Units digit is $x$.
Ten's digit is $y$.
The required number $=10\times y+1\times x$
$=10y+x$
The required number is $10y+x$.
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