If 7 is subtracted from a two-digit number, it becomes equal to twice the sum of the digits. The number obtained by reversing its digits is 63 more than the original number. Considering the digit at the unit’s place of the original number to be x and the digit at the ten’s place to be y, write the expressions for the following:
Original number:
The number formed by reversing the digits:'
Answers
Answered by
7
Answer:
Original no= 10y+x
New no= 63+10x+y
Answered by
1
Answer: original= 10y+x
Reversed number=10x+y
Step-by-step explanation:
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