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 `ndot`

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 vlue 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

Find the value of |a| for which the area of triangle included between the coordinate axes and any tangent to the curve x y^a = lamda ^(a+1) is constant (where lamda is constant.)

Find the value of |a| for which the area of triangle included between the coordinate axes and any tangent to the curve x y^a = lamda ^(a+1) is constant (where lamda is constant.)

Find the value of |a| for which the area of triangle included between the coordinate axes and any tangent to the curve x ^(a) y = lamda ^(a) is constant (where lamda is constnat.),

Find the value of |a| for which the area of triangle included between the coordinate axes and any tangent to the curve x ^(a) y = lamda ^(a) is constant (where lamda is constnat.),

If the area of the triangle formed by a tangent to the curve x^(n)y=a^(n+1) and the coordinate axes is constant, then n=

If the subnormal at any point on the curve y^(n) = ax is a constant, then n=