`(4^(61)+4^(62)+4^(63))` किससे विभाजित है?

(4^(61) + 4^(62) + 4^(63)) is divisible by

N = 4^(61) + 4^(61) + 4^(62) + 4^(62) . Choose the correct statement(s): I. N is divisible by 3. II. N is divisible by 5. III N is a perfect square.

(4^(61)+4^(62)+4^(63)+4^(64)) is divisible by 3 (b) 11(c)13(d)17

Which of the following will completely divide (4^(61)+4^(62)+4^(64)+4^(64))?

If x is the remainder when 3^61284 is divided by 5 and y is the remainder when 4^96 is divided by 6, then what is the value of (2x-y)? यदि x, 3^61284 को 5 से विभाजित करने पर आने वाला शेषफल है तथा y, 4^96 को 6 से विभाजित करने पर आने वाला शेषफल है, तो (2x-y) का मान क्या है ?