Math, asked by yqhsjssses, 11 months ago

66. A four digits number a b c d is divisible by 11 if
only
(a)(a + b)(c + d) is divisible by 11
(b) ( c) (b + d) is divisible by 11
(e) (a - c)-(b-d) is divisible by 11
(d) (b + d)-(a + c) is divisible by 11

Answers

Answered by shameemamk
0

Answer:

Step-by-step explanation:

Ans:(d) (b+d)-(a+c) is divisible by 11


yqhsjssses: how
shameemamk: In order to find a number is divisible by 11 or not take the sum of alternate digits and find the difference. If it is divisible by 11 the number is divisible by 11
shameemamk: for eg: 273603. (3+6+7)-(0+3+2)=16-5=11, is a multiple of 11. Hence 273603 is divisible by 11
yqhsjssses: thnx
Answered by josaanpa8344
0

the answer is D i.e. (b+d)-(a+c) is divisible by 11

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