replace in the number 1725 by the smallest possible digit so that the number formed is divisible by 11
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We know that the divisibility rule for 11,
Consider the part Aof the question,
8∗9484
8+9+8−(∗+4+4)=0
∗=25−16
∗=9
Hence, the value of ∗=9
Consider the part B
9∗53762
9+5+7+2−(∗+3+6)=0
∗=14
11
14
quotient=1 , reminder=3
∗=3
Hence, the value of ∗=3
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