Question

gives
very short type Questions
A number N when divided by
16 gives the remainder
5 is the
remainder when the same number is divided by 8​

Answer 1

Answer:

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Answer 2

Answer:

Let N be a number such that,

N = 5( mod 16)

i.e.

N = 16x + 5

Where, x is any positive integer.

We can write,

N = 8(2x) + 5

if x = positive integer, 2x is also a positive integer.

Let 2x = y,

N = 8y + 5

Thus, N = 5(mod 8)

Hence, the remainder when the same number is divided by 8 would also be 5.

#Learn more:

When n is divided by 14 the reminder is 5 what is the remainder when same number is divided by 7?

Step-by-step explanation: