If the subnormal of the curve `xy^n=a^(n+1)` is constant, then the value of `n` is

If the area of the triangle,included between the axes and any tangent to the curve ,xy^(^^)n=a^(^^)[n+1] is constant,then the value of n is

If the area of the triangle included between the axes and any tangent to the curve x^(n)y=a^(n) is constant,then find the value of n.

If the subnormal to the curve x^(2)*y^(n)=a^(2) is a constant then n(i)-4(ii)-3(iii)-2(iv)-1

The value of C(n+1,n) is

If 3^(2n - 1) = 1/(27^(n - 3)) , then the value of n is

If 3^(2n-1)= (1)/(27^(n-3)) , then the value of n is

The equation of the curve whose subnormal is constant is