The number n= 6,34d,217 is divisible by 11. Since its alternating sum of digits is 6- 3+4-d+2-1+7=(6+4+2+ 7) - (3+d+1) =15- d, the divisibility by 11 test means that d= 4. Determine the unknown digit a, b, or c in the following numbers, knowing that each is divisible by 11. Complete parts (a) through (c) below. (a) 897,650,243,26a

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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The number n= 6,34d,217 is divisible by 11. Since its alternating sum of digits is 6 – 3+4- d + 2-1+7= (6+4 + 2 +7) – (3 + d + 1) = 15 – d, the divisibility by 11
test means that d = 4. Determine the unknown digit a, b, or c in the following numbers, knowing that each is divisible by 11. Complete parts (a) through (c)
below.
(a) 897,650,243,26a
a =
Transcribed Image Text:The number n= 6,34d,217 is divisible by 11. Since its alternating sum of digits is 6 – 3+4- d + 2-1+7= (6+4 + 2 +7) – (3 + d + 1) = 15 – d, the divisibility by 11 test means that d = 4. Determine the unknown digit a, b, or c in the following numbers, knowing that each is divisible by 11. Complete parts (a) through (c) below. (a) 897,650,243,26a a =
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