Suppose there is a 10 "charge" each time a straightedge is used to draw a line segment or a compass is used to draw an arc. Determine the cheapest way to construct an equilateral triangle and describe the construction steps. Question content area bottom Part 1 Which of the following describes the construction steps for the cheapest way to construct an equilateral triangle? A. Draw a line segment AB overbar. Construct a line perpendicular to AB overbar that passes through A. On that line, construct a line segment congruent to AB overbar that has A as one endpoint. Let C be the other endpoint of that line segment. Draw line segment BC overbar. B. Draw a line segment AB overbar. Construct the perpendicular bisector of AB overbar. Along the perpendicular bisector, construct a line segment congruent to AB overbar that has one endpoint on AB overbar. Let the other endpoint of that segment be point C. Draw line segments AC overbar and BC overbar. C. Draw a line segment AB overbar. Construct the perpendicular bisector of AB overbar. Draw an arc of radius AB overbar with center A. Let the intersection of the perpendicular bisector and the arc be point