[sqrt(144)=1(12)/(144)],[quad (11)/(22)=(-14)/(11)]

1.44 =

sqrt((-17)/(144)-i)=

sqrt(144)+sqrt(169)=?^(2)

sqrt (1+ (25) / (144)) = 1+ (x) / (12) ten =?

If (7xx8)/(9)=3,(8xx9)/(144)=12,(10xx11)/(169)=13 , then (12xx13)/(441)=?

Consider A=[(a_(11),a_(12)),(a_(21),a_(22))] and B=[(1,1),(2,1)] such that AB=BA. then the value of (a_(12))/(a_(21))+(a_(11))/(a_(22)) is

Consider A=[(a_(11),a_(12)),(a_(21),a_(22))] and B=[(1,1),(2,1)] such that AB=BA. then the value of (a_(12))/(a_(21))+(a_(11))/(a_(22)) is

sqrt(4+ sqrt(144)) is equal to :