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COMPREHENSIVE EXAMINATION Solid Mens 2

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COMPREHENSIVE EXAMINATION Solid Mens 2
COMPREHENSIVE EXAMINATION

NAME: Jennie Deth R. Sarabia
SECTION: BSESE-1A

PART I. DEFINITIONS AND CONCEPTS

_____ 1. The figure formed by a chord and the arc subtending the chord is a _______
a) Sector
b) Segment
c) Semicircle
d) Triangle
_____ 2. The line that intersects the circle at two distinct points is called _____
a) Tangent
b) Segment
c) Secant
d) Ray
_____ 3. The angle whose vertex lies on the circle and whose sides are two chords is said to be ____
a) Central
b) Circumscribed
c) Dihedral
d) Inscribed
_____ 4. The region bounded by two concentric circles is ______
a) An annulus
b) A sector
c) A segment
d) A right triangle
_____ 5. A dodecagon is a polygon of ____ sides
a) 9
b) 10
c) 11
d) 12
_____ 6. A quadrilateral with no two sides parallel is a ____
a) Trapezoid
b) Trapezium
c) Rhombus
d) Parallelogram
_____ 7.An inscribed angle is measured by _____ of its intercepted arc.
a) One-third
b) One-half
c) Twice
d) Thrice
_____ 8. A polyhedron whose faces are identical regular polygons is a _____
a) Prismatoid
b) Prism
c) Platonic solid
d) Frustum
_____ 9. The shape of one face of a dodecahedron is a ______
a) Triangle
b) Square
c) Pentagon
d) Hexagon
_____ 10. A polyhedron of which two parallel faces are equal polygons and the other faces are parallelograms is called ______
a) Prism
b) Prismatoid
c) Pyramid
d) Truncated prism
_____ 11. A polyhedron of which the base is a polygon and the other faces are triangles with a common vertex is called ______
a) Cone
b) Prism
c) Prismatoid
d) Pyramid
_____ 12. The lateral face of a frustum of a regular pyramid is in the shape of a ____
a) Rectangle
b) Square
c) Trapezoid
d) Triangle
_____ 13. A portion of the surface of a sphere included between two parallel planes is a ____
a) Lune
b) Spherical sector
c) Spherical segment
d) Zone
_____ 14. The solid formed by rotating a circle about a line not intersecting it is called _____
a) Paraboloid
b) Solid of revolution
c) Sphere
d) Torus
_____ 15. The apothem of a polygon

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