If the first divisor be a multiple of the second divisor, then
Required remainder = remainder obtained by dividing the first remainder (36) by the second divisor (17)

Correct Option: D

If the first divisor be a multiple of the second divisor, then
Required remainder = remainder obtained by dividing the first remainder (36) by the second divisor (17)
⇒ 36 = ( 17 × 2 ) + 2
Hence , Required remainder = 2

Let two numbers are P and Q.
According to question ,
First number (P) = 17p + 13
Second number (Q) = 17q + 11

Correct Option: C

Let two numbers are P and Q.
According to question ,
First number (P) = 17p + 13
Second number (Q) = 17q + 11

Here, the first divisor (221) is a multiple of second divisor (13)

Correct Option: D

Here, the first divisor (221) is a multiple of second divisor (13)
Hence, required remainder = remainder obtained on dividing 64 by 13 = 12

If n is divisible by 5 then remainder = 2.
Required remainder = Remainder obtained by dividing 2² by 5.

Correct Option: D

If n is divisible by 5 then remainder = 2.
Required remainder = Remainder obtained by dividing 2² by 5.
Hence Remainder = 4

Here, the first divisor (36) is exactly divisible by the second divisor (12).

Correct Option: A

Here, the first divisor (36) is exactly divisible by the second divisor (12).
∴ Required remainder = Remainder obtained after 19 is divided by 12 ⇒ Required remainder = ( 19 × 1 ) + 7 , Where 7 is remainder .
Hence Required remainder = 7