Question

in a two digit number ,digit in unit place is x and digit in tens place is y .then what is a number​

Answer 1

digit in unit place is x

and digit in tens place y

no.=

10y+x

Answer 2

The two digit number is x + 10y

Step-by-step explanation:

It has been given that

The number in unit place = x

and the number in tens place = y

In order to write the two digit number, multiply the units place value by 1 and tens place value by 10 and then add the resultant numbers.

Therefore, the two digit number is

x × 1 + 10 × y

= x + 10y

#Learn More:

The sum of the two digits of a two digit no is 15 and the difference between the two digits of tge two digit number is 3 .what is the product of the two digits of the two digit number?

https://brainly.in/question/3937415