[" EXAMPLE 32Find the greatest value of the term "],[(x sin alpha+(cos alpha)/(x))^(10)," where "alpha in R]

Find the greatest value of the term independent of x in the expansion of (x sin alpha+(cos alpha)/(x))^(10), where alpha in R

Find the greatest value of the term independent of x in the expansion of (xsinalpha+(cosalpha)/x)^(10) , where alpha in R .

The greatest value of the term independent of x in the expansion of (x sin alpha+(cos alpha)/(x))^(10) is

Find the value of sin^6 alpha+ cos^6 alpha+ 2sin^2 alpha cos^2 alpha .

The range of values of the term independent of x in the expansion of (x sin^(-1) alpha + (cos^(-1)alpha)/(x))^(10), a in [-1,1] is

The range of values of the term independent of x in the expansion of (x sin^(-1) alpha + (cos^(-1)alpha)/(x))^(10), a in [-1,1] is

Solve sin 3alpha=4 sin alpha sin (x+alpha)sin(x-alpha) where alpha=n pi,n in Z .

If (3 pi)/(4)

Solve: sin3 alpha=4sin alpha sin(x+alpha)sin(x-alpha), where alpha!=n pi,n in Z

If alpha = 112^(@) 30' , find the value of sin alpha and cos alpha