Let `N=(4^5+4^5+4^5+4^5)/(3^5+3^5+3^5)dot(6^5+6^5+6^5+6^5+6^5+6^5)/(2^5+2^5)` then the value of `(log)_2N=` `10` b. `11` c. `12` d. `14`

Let N=(4^(5)+4^(5)+4^(5)+4^(5))/(3^(5)+3^(5)+4^(5))*(6^(5)+6^(5)+6^(5)+6^(5)+6^(5)+6^(5))/(2^(5)+2^(5)) then the value of log_(2)N=10 b.11^(2) c.12 d.14

Let N=(4^(5)+4^(4)+4^(4)+4^(4))/(3^(5)+3^(5)+3^(5))*(6^(5)+6^(5)+6^(5)+6^(5)+6^(5)+6^(5))/(2^(5)+2^(5)) then the value of log_(2)N=10( b) 11^(5)(c)12 (d) 14

If 5sqrt(5)xx5^(3)-:5^(-3/2)=5^(a+2), then the value of a is a.4 b.5 c.6 d.8

Add2(4)/(5) and 3(5)/(6)

If A=[(1, 2,3),(4, 5, 6)] and B=[(1, 4),(2, 5), (3, 6)] , then the determinant value of BA is

If A=[(1, 2,3),(4, 5, 6)] and B=[(1, 4),(2, 5), (3, 6)] , then the determinant value of BA is

(-2)-:(-5/3)= 5/6\ (b) -5/6 6/5 (d) (-6)/5

The value of |5^2 5^3 5^4 5^3 5^4 5^5 5^4 5^5 5^6| is 5^2 (b) 0 (c) 5^(13) (d) 5^9

Add 2 4/5 and 3 5/6

If a=log_(4)5 and b=log_(5)6, then log_(2)3=