[" (18) "9n" anse "/_n=30^(@),b=8,a=c],[" then "B=sin^(-1)x" ,where "x=" ? "]

In a triangle A B C, hat(A)=30^(circ), b=8, a=6, then b=sin ^(-1) x, where x=

In triangleABC , If A= 30^(@), b=8, a=6 where B = sin^(-1)x , then: x=

In triangleABC , If A= 30^(@), b=8, a=6 where B = sin^(-1)x , then: x=

In DeltaABC, if A = 30^@,b= 8,a=6, B = sin^-1 x , then x=

If x= sum_(n=0)^(oo) a^n, y=sum_(n=0)^(oo) b^n, z= sum_(n=0)^(oo) c^n , where a ,b, c are in A.P. and |a|<1, |b| <1, |c|<1, then x,y,z are in :

If the ratio of the remainders when the polynomial (x^(2m)+1) is successively divided by (x + a) and (x + b), be b : a, prove that (a^(n)-b^(n))/(b-a)=1 , where n = 2m + 1 and m inN .

if a=sum x^(n),b=sum y^(n),c=sum(xy)^(n) where |x|,|y|<1 then

If a=sum x^(n),b=sum y^(n),c=sum(xy)^(n) where |x|,|y|<1 then