Answer:
B. Orthocenter
Step-by-step explanation:
The orthocenter of a triangle is the point of intersection of the three altitudes (the perpendicular from a vertex to the side facing the vertex) of a triangle
The steps used in constructing the orthocenter includes the steps for drawing of the perpendicular to the sides of the triangle from a point which is the vertex opposite the side of the triangle
Therefore, in the given diagram, a perpendicular to the side KS is drawn from the (vertex) point <em>W</em>, by drawing an arc with center at <em>W</em> that intersects the side KS at two points. Rom the points of intersection of the arc drawn from <em>W</em> intersects KS, with the compass, two arcs are drawn to intersect at a point from which a line drawn to <em>W</em>, is perpendicular to KS
Therefore;
The correct option is B. orthocenter
