C-08-Q081mediumsingle_mcq

An angle that cuts an arc of a circle determines the arc by intersecting—

aonly its terminal points
bthe chord through the terminals
cits sides at the terminals plus interior in the angle's interior
dthe diameter

ব্যাখ্যা

An angle cuts an arc when its sides meet the arc at the two terminal points and the arc's interior lies inside the angle. Both conditions together—endpoints on the sides and interior within the angle—define the intercepted arc.

এই অধ্যায়ের আরও প্রশ্ন

C-08-Q082If two chords of a circle meet at a point on the circle, the angle between them is called—
C-08-Q083The vertex of an inscribed angle lies—
C-08-Q084The inscribed angle "stands on" which arc?
C-08-Q085An inscribed angle is also said to be inscribed in the—
C-08-Q086In the figure, the angle stands on arc and is inscribed in—
C-08-Q087Arcs and in the same circle are mutually—
C-08-Q088An angle whose vertex is at the centre of the circle is called—
C-08-Q089The vertex of a central angle always lies at—
C-08-Q090The sides of a central angle pass through—
C-08-Q091Every central angle (except a straight angle) stands on a—

Circle — সব প্রশ্ন দেখুন (231টি) →