Let α,β be the roots of the equation, ax2+bx+c=0.a,b,c are real and sn=αn+βn and \(\begin{vmatrix}3 &1+s_1 &1+s_2\\1+s_1&1+s_2 &1+s_3\\1+s_2&1+s_3 &1+s_4\end{vmatrix}=\frac{k(a+b+c)^2}{a^4}\) then k=
A degree is defined as a complete rotation in either a clockwise direction or anticlockwise direction, where the starting and the ending point are the same. The rotation is dissected into 360 units.
Let's consider a circle of radius one unit. Also, the arc of the circle is one unit. The measure of the angle is 1 radian if the arc subtends at the center of the circle, given the radius and arc lengths are equal. The arc length of a circle with radius unity is equivalent to the angle in radian.
A grade can be described as a right angle split into a hundred (100) equal parts. Further, each grade is dissected into a hundred minutes and each minute into a hundred seconds.