Math, asked by priya9347, 9 months ago

verify that the sum of 29 and the number obtained by the receiving the digit is a multiple of 11​

Answers

Answered by Anonymous
2

\huge\bigstar\sf\red{Answer:}

\textsf{Verification:}

\textsf{Number given=29}

\textsf{Number obtained after reversing the digits=92}

\textsf{Their sum=29+92=121}

\sf{\dfrac{121}{11}=11}

\textsf{Hence, the sum of 29 and number obtained}

\textsf{by reversing the digits is a multiple of 11.}

Answered by khushi1423
1

Step-by-step explanation:

29+92=121

92 is obtained by reversing 29

121 is divisible by 11..

Hence proved..

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