@Brooklyn said:The square root of the harmonic mean of the roots of the equation(5 + rt(2) )x2 − (4 + rt(5) )x + 8 + 2rt(5) = 0 is.A. ± 3 B. ± 4 C. 2 D. None of thesePost approach for others
B...HM is 2ab/(a+b) where a and b are roots..
@Brooklyn said:The square root of the harmonic mean of the roots of the equation(5 + rt(2) )x2 − (4 + rt(5) )x + 8 + 2rt(5) = 0 is.A. ± 3 B. ± 4 C. 2 D. None of thesePost approach for others
@Brooklyn said:The square root of the harmonic mean of the roots of the equation(5 + rt(2) )x2 − (4 + rt(5) )x + 8 + 2rt(5) = 0 is.A. ± 3 B. ± 4 C. 2 D. None of thesePost approach for others
@Brooklyn said:logic too plz
@saurav5517 said:Let the roots be a and bthen ab= (8+2root5)/(5+root2)a+b=(4+root5)/(5+root2)We have to find (2ab/a+b)^1/2So root2*(ab/a+b)^1/2Put the values .2 aa jayega ..wats the OA??
@Nihilist1002 said:@Brooklyn Ans is --D i.e. ą2
Mene bhi to yahi use kia...Galati kaha hui 😐
@Brooklyn said:The square root of the harmonic mean of the roots of the equation(5 + rt(2) )x2 − (4 + rt(5) )x + 8 + 2rt(5) = 0 is.A. ± 3 B. ± 4 C. 2 D. None of thesePost approach for others
@realslimshady said:N=(2^15)*(3^12) how many factors of n^2 are less than n but do not divide n completely a.387 b.180 c.208 d.310
Oh got it....root nikalna tha 
@gs4890 said:iska seedha formula hain=> (total no. of factors of n^2 + 1) / 2 - total no. of factors of nso, 180 aaega

@gs4890 said:iska seedha formula hain=> (total no. of factors of n^2 + 1) / 2 - total no. of factors of nso, 180 aaega
@Brooklyn said:Ifu1 = rt(3),u2 = rt(3 rt(3)) ,u3 = rt(3 rt(3 rt(3))) , etc,., u10 : u9 is:(A) rt(3) (B)3^1/10 (C) 3^1/20 (D) None of theseSomething same came in CAT this year Past IIFT q
@Brooklyn said:Ifu1 = rt(3),u2 = rt(3 rt(3)) ,u3 = rt(3 rt(3 rt(3))) , etc,., u10 : u9 is:(A) rt(3) (B)3^1/10 (C) 3^1/20 (D) None of theseSomething same came in CAT this year Past IIFT q
@Brooklyn said:If
u1 = rt(3),u2 = rt(3 rt(3)) ,u3 = rt(3 rt(3 rt(3))) , etc,., u10 : u9 is:
(A) rt(3) (B)3^1/10 (C) 3^1/20 (D) None of these
@Torque024 said:3^1/10?
@rachit_28 said:B ?I checked for u2/u1, it came out 3^1/2 , so u10/u9 should be 3^1/10