if 2 ^ 98 = 256 l + n , where land n are integers and 0 ≤ n ≤ 4 , what is the value of n ?
if 2 ^ 98 = 256 l + n and 0 < = n < = 4 , what is the value of n ? to solve this , note that 2 ^ 8 = 256 , so 2 ^ 98 = 2 ^ [ ( 8 * 12 ) + 2 ] = 4 * [ 256 * 256 * . . . . . . 12 times ] as this is a multiple of 256 , n can only be 0 . answer : a
reminder(power(2, 98), 256)