Learning Task 2: Write TRUE if the statement is correct and write FALSE if it is...

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Learning Task 2: Write TRUE if the statement is correct and write FALSE if it is not. (Page19) 1. Two angles intercepting the same arc are congruent. 2. An inscribed square in a circle separates the circle into four equal arcs. 3. The measure of a central angle is twice the measure of an inscribed angle intercepting the same arc. 4. An arc has only one central angle intercepting it but several intercepting inscribed angles. 5. The vertex of an inscribed angle is the center of the circle. 6. When two chords intersect, they intersect at the center of the ircle. 7. When two diameters intersect, they intersect at the center of the circle. 8. When two chords intersect at a point on the circle, an inscribed angle is formed. 9. When two chords intersect, the point of intersection is in the interior of the circle. 10. When two tangents intersect at the exterior point of the circle, the intercepted arcs complete a circle. Learning Task 2: Write TRUE if the statement is correct and write FALSE if it is not. (Page19) 1. Two angles intercepting the same arc are congruent. 2. An inscribed square in a circle separates the circle into four equal arcs. 3. The measure of a central angle is twice the measure of an inscribed angle intercepting the same arc. 4. An arc has only one central angle intercepting it but several intercepting inscribed angles. 5. The vertex of an inscribed angle is the center of the circle. 6. When two chords intersect, they intersect at the center of the ircle. 7. When two diameters intersect, they intersect at the center of the circle. 8. When two chords intersect at a point on the circle, an inscribed angle is formed. 9. When two chords intersect, the point of intersection is in the interior of the circle. 10. When two tangents intersect at the exterior point of the circle, the intercepted arcs complete a circle.