Question

in a two digit number, the digit at tens place is 10 x and the digit at unit place is y. find the number​

Answer 1

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$\huge\bf{Solution:-}$

As it is two digit number and x is the digit at the unit's place and y is the digit at the tens place .

Let us take an example suppose number is 23

so here 3 is the digit at the unit place and 2 is the digit at the tens place

We can write it as 23=20+3=2(10)+3

Hence similarly we can write that number as

$10y + x$

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More Questions:-

The product of three number is -340. The two numbers are 17 and -10 .find the third number .

https://brainly.in/question/38879962

Answer 2

answer:

10(y+x)

hope this helps you