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50 questions
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  • Q1

    It is a set of points at a given distance from a given point.

    circle

    radius

    diameter

    chord

    30s
    M10GE-IIc-1
  • Q2

    The degree measure of the semicircle is ______.

    180°

    90°

    360°

    1/2

    30s
    M10GE-IIc-1
  • Q3

    If an inscribed angle of a circle intercepts a semicircle, then the angle is ___.

    straight

    acute

    right

    obtuse

    30s
    M10GE-IIc-1
  • Q4

    If arc GS = 80º and arc AE = 20º the m∠ M=_____.

    Question Image

    20º

    30º

    100º

    60º

    30s
  • Q5

    Based on the figure on the left. The arc EMA = 120º and arc EA = 40º, find the m ∠EXA.

    Question Image

    80º

    40º

    120º

    160º

    30s
  • Q6

    For items 6-10, refer to the figure below. The m ∠ OJP = 70º and m ∠ OEH = 20º.

    Findthe measure of arc OP.

    Question Image

    40º

    110º

    70º

    20º

    30s
  • Q7

    What is the measure of arc OH?

    110°

    80°

    40°

    140°

    30s
  • Q8

    Determine the m ∠ PJE.

    110°

    80°

    40°

    140°

    30s
  • Q9

    Find the measure of arc HOP.

    110°

    80°

    40°

    140°

    30s
  • Q10

    The measure of arc HE is _____.

    110°

    80°

    40°

    140°

    30s
  • Q11

    For items 11-15, refer to the figure below. 

    Name the diameter of the given figure.

    Question Image

    \overline{\mathrm{BT}}

    \overline{\mathrm{ST}}

    \overline{\mathrm{BJ}}

    \overline{\mathrm{BS}}

    30s
  • Q12

    Which of the following is the chord?

    \overline{\mathrm{BT}}

    \angle\ SBJ

    \overline{\mathrm{BJ}}

    \angle BTS

    30s
  • Q13

    Which of the following is an inscribed angle?

    \overline{\mathrm{BT}}

    \angle\ SBJ

    \overline{\mathrm{BJ}}

    \angle BTS

    30s
  • Q14

    Which of the following is a central angle?

    \overline{\mathrm{BT}}

    \angle\ SBJ

    \overline{\mathrm{BJ}}

    \angle BTS

    30s
  • Q15

    Which of the following is the radius of the given figure?

    \overline{\mathrm{BT}}

    \angle\ SBJ

    \overline{\mathrm{BJ}}

    \angle BTS

    30s

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