The sum of two digits of a 2 digit number is 8.The number obtained by interchanging digits exceeds the number by 18.find the given numbers.
Answer in one variable
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saritagoyal6801:
I asked you to answer in one variable
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This is a tricky one, but let's try it:
Let x be the tens digit of the number.
Let y be the ones digit of the number.
Then we have:
Equation 1:  given
Equation 2:  given

 call this Equation 3
Let's use elimination help us solve this system:
 Equation 1 multiplied by 9
Now add Equation 1 to Equation 3:


If y=5, it is easy to see that x=3
Thus, our two-digit number is 35.
Check:
???
 YES
The tricky part is getting the give Equation 2 correct.
I hope this helps! Keep practicing! :)
Let x be the tens digit of the number.
Let y be the ones digit of the number.
Then we have:
Equation 1:  given
Equation 2:  given

 call this Equation 3
Let's use elimination help us solve this system:
 Equation 1 multiplied by 9
Now add Equation 1 to Equation 3:


If y=5, it is easy to see that x=3
Thus, our two-digit number is 35.
Check:
???
 YES
The tricky part is getting the give Equation 2 correct.
I hope this helps! Keep practicing! :)
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