bhai plz give the ans of following qn attached below......plz dont forget to explain the method thank u
bhai log.. plz help me with the method.. If x= sqrt(3)/2 then find sqrt(1+x) + sqrt (1-x)
b is my take
@ js-m please tell right ans
@JS-M said:A huge flying reptile that died out with the dinosaurs some 65 million years ago, the Quetzal had a wingspan of 36 feet,believed to be the largest flying creature the world has ever seen.
(A) believed to be
(B) and that is believed to be
(C) and it is believed to have been
(D) which was, it is believed,
(E) which is believed to be
@masuka123 said:bhai log.. plz help me with the method.. If x= sqrt(3)/2 then find sqrt(1+x) + sqrt (1-x)
@masuka123 said:bhai log.. plz help me with the method.. If x= sqrt(3)/2 then find sqrt(1+x) + sqrt (1-x)
@pathakrahul said: bhai plz give the ans of following qn attached below......plz dont forget to explain the method thank u
@sumit1234567890 said: @VENRAG there is a direct formula for thisdifference =P(r/100)^2(r/100+3)
@JS-M said:yr ye formula kitne years ka hai and baad wala sab power me hai kya??
@pathakrahul said: bhai plz give the ans of following qn attached below......plz dont forget to explain the method thank u
so, 57.2deg[ because of 180deg/3.14]*55 deg in = 57.2*55/(360*3.5)= 2.5sec
A)(63+14/60 +51/360) deg
180 deg = pi
so (63+14/60 +51/360) deg = (63+14/60 +51/360)/180= .35pi = 2811pi/8000
koi questions post karo ....bhai
gyz can anyone privide me the link of the question paper of the exam on 15th??????
That is paper 3...........plz.........asap
@JS-M said:two conjunctions a the same time
let radius of circle be a,b,c in increasing order then;
pie a^2 = pie( b^2-a^2)
2 a^2 = b^2;------(1)
pie ( c^2 -b^2) = pie ( b^2 - a^2)
a^2 + c^2 = 2 b^2;------(2)
sub (1) in(2); also c=8 given
a^2 + 64 = 4 a^2
a=8/rt3; sub in (1)
b=(rt2 * 8)/rt3;
c=8;
8;(8/rt3);(rt2*8)/rt3= 1:rt2:rt3
a sum of Rs 10000 is borrowed at 8% p.a comppounded annually which is paid back in 3 equal installments... wat is the amnt of each installment?? plz xplain step wise
two conjunctions a the same time