Question

A 2-digit number is 10 times the sum of its digits. The tens digit is 2 greater than the units digit. Find the number.

Answer 1

Answer:

Can you please assist me in the following: A number is ten times the sum of its digits. The tens digit is two greater than the units digit. Find the number.

so far I only managed to write:

10n=n+m

m=2+10n

10n=n+(2+10n)

10n=n+2+10n

10n=11n+2

n=-2

10(-2)=(-2)+m

-20=-2+m

m=-18

10(-2)=(-2)+(-18)

(-18)=2+10(-2)

-20=-20

-18=-18

would this be the correct answer

Answer 2

Answer:

1 and -1

Step-by-step explanation:

I don't know if the above answer is correct but so far I managed to do

Hope this helps you ✅♒

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