Question

Form a two digit number whose unit place is x and tens place is y

Answer 1

Answer:

A two digit number whose unit place is 'x' and tens place is 'y'​. Hence, 10y + x is a two digit number whose unit place is 'x' and tens place is 'y'​.

Step-by-step explanation:

Hope this is helpful for you

please promise to MARK AS BRAINLIEST

Give me thanks and rate the best

Answer 2

Given:

A number whose unit place is x and tens place is y .

To Find:

Find the two digit number

Step-by-step explanation:

• In two digit number when we start writing the number from left then the first digit we write is written in the tens place and the other digit is written in the ones place .
• We can find the two digit number by multiplying the tens place  digit by 10 and then adding the ones place digit to it .
• Here in this question given we have y on the tens place and x on the unit place. There the number will become

$Number =10\times y +x$

The answer is 10y+x