Home
Class 14
MATHS
[(3^(25)+3^(26)+3^(27)+3^(28))" is divis...

[(3^(25)+3^(26)+3^(27)+3^(28))" is divisible by "],[[" (a) "11," (b) "16]]

Promotional Banner

Similar Questions

Explore conceptually related problems

(3^(25)+3^(26)+3^(27)+3^(28)) is divisible by 11 (b) 16(c)25 (d) 30

2^(25) + 2^(26) + 2^(27) is divisible by :

7^(2n)+2^(3n-3)*3^(n-1) is divisible by 25

7^(2n)+2^(3n-3).3^(n-1) is divisible by 25

Prove that 5^(25)-3^(25) id divisible by 2,.

Prove that 5^(25)-3^(25) id divisible by 2,.

(3^(3n)-26n-1), is divisible by (26),n<=2

Show that : 35^(3) + 27^(3) is divisible by 62.

3 ^(41) + 7 ^(82) will be divisible by ? 10 ,26, 51, 7.

For all n in N, 3^(3n)-26^(n)-1 is divisible by