" (i) "(3a+(2)/(a))^(12)-93" 仌िश्रिटि म्रै|ब "

(35)/(7)+(93)/(2)

" (ब) "((2+3i)^(2))/(5-i)" को "a+ib" र्ति में बदलो। "

(46-:2)/(93-:3)

If for x in R, (1)/(3) lt (x^(2) - 2x + 4)/(x^(2) + 2x + 4) lt 3 , then (9.3^(2x) + 6.3^(x) + 4)/(9.3^(2x) - 6.3^(x) + 4) lies between

Given that,for all real x,the expression x^(2)+2x+4x^(2)-2x+4 values between which the expression (9.3^(2x)+6.3^(x)+4)/(9.3^(2x)-6.3^(x)+4) lies are

49.93% "of" ?=(13.969)^(2)

Write five pairs of integers (a,b) such that a-:b=-3, one such pair is (6,-2) because 6-:(-2)=-3 . :- (-9,3)

If z=(sqrt(3))/(2)-(1)/(2) i , then (i^(93)+z^(93))^(99)=

If A=[(2,1),(9,3)] and A^(2)-5A+7I=O , then A^(-1)=