`(a+b)^(5)=?`

If (a+i b)^(5)=alpha+i beta then (b+i a)^(5)=

(b+5)^(3)

If a=3,b=5 ,then value of a^(a)+b^(b)= ?

For any two rational numbers a and b ,\ a^5x\ b^5 is equal to (a\ x\ b)^0 (b) (a\ x\ b)^(10) (c) (a\ x\ b)^5 (d) (a\ x\ b)^(25)

For any two rational numbers a and b ,\ a^5x\ b^5 is equal to (a\ x\ b)^0 (b) (a\ x\ b)^(10) (c) (a\ x\ b)^5 (d) (a\ x\ b)^(25)

Find :(5a + 10b) (5a-10b)

If a^(4)b^(5)=1 then the value of log_(a)(a^(5)b^(4)) equals