modifying above upper J upper G with bar is the diameter of A small circle with a dot in its center.M. Which conclusion cannot be drawn from the diagram?
An image of a circle with diameter and chords.• The diameter intersecting points are N and O, the circle center point is M, and points J and G are on the circle.
• The circle internal chords K I on the left side of center point M and L H on the right side of center point M are parallel to each other.
• Chord K I is perpendicular to diameter JG and intersects point N on diameter J G. Chord L H is perpendicular to diameter J G and intersects point O on diameter J G.
(1 point)
Responses
Modifying above Upper K Upper N with a bar is congruent to Modifying above Upper N upper I with a bar
Image with alt text: Modifying above Upper K Upper N with a bar is congruent to Modifying above Upper N upper I with a bar
Modifying above Upper L Upper G with convex-arc is congruent to Modifying above Upper G Upper H with convex-arc
Image with alt text: Modifying above Upper L Upper G with convex-arc is congruent to Modifying above Upper G Upper H with convex-arc
Modifying above Upper J Upper G with a bar is perpendicular to Modifying above Upper H upper L with a bar
Image with alt text: Modifying above Upper J Upper G with a bar is perpendicular to Modifying above Upper H upper L with a bar
Modifying above Upper G Upper H with a bar is congruent to Modifying above Upper G upper L with a bar