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| BB How many lines of symmetry does an equilateral triangle have? BB |
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BB How many lines of symmetry does the figure have?
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BB Is the vertical line drawn at the center of the figure a line of symmetry?
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| BB Does the figure possess any line of symmetry? BB |
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BB The diameter of a circular manhole is 28 in. What is the area of the metal plate required to cover the manhole? [Use π = 3.14]
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BB Pick the appropriate rotated stem and leaf plot of the stem and leaf plot.
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BB O is the center of the circle. Name the line segment OD.
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BB Identify the corresponding angles in the figure.
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BB AB and CD are two parallel lines and ∠x = 90o. Find the measures of ∠1, ∠4, and ∠6.
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| BB The distance around the circle is called __________. BB |
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BB How many lines can be drawn passing through a point?
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BB The lines AB and CD are parallel. From the options, find the pairs of angles that are not congruent.
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BB If a line can be drawn through a set of points, then the points are called ______ points.
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| BB AB and CD are two parallel lines with EF as the transversal. Find the value of x. BB |
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BB Which of the angles measures 60° approximately?
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BB A rectangle is congruent to another rectangle which is 10 ft long and 7 ft wide. Find the perimeter of the first rectangle.
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| BB The two triangles shown in the figure are congruent. If m∠A = 120°, then find m∠R. BB |
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| BB Identify the figures that are similar but not congruent. BB |
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| BB PQ is a line parallel to the base BC of ΔABC. What is the m∠AQP, if m∠A + m∠B = 150o? BB |
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