A two digit number $x y$ can be represented as

$2 x + y$

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x + y

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10 x + y

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x^{y}

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Solution

The correct option is C $10 x + y$
The tens digit and ones digit of the given number is $x$ and $y$ respectively.
Then, the general form of the two digit number will be
$10 \times$ tens digit + ones digit
$= 10 \times x + y$
$= 10 x + y$

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