A number of the form ((10)^n) -1 is always divisible by 11 for every n is a natural number, when?
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10^n-1
Step-by-step explanation:
is always divisible by 11 for every natural number when it ends 0 except zero .
for example .,
10^10-1=100-1=99
99 is divisible by 11
10^20-1=......
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