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DDD Add 32, 22 and 13. DDD View Solution
DDD Find the sum.
21 3
113
+220


 DDD
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DDD Find the height of the parallelogram shown.
 DDD
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DDD Which among the following statements is/are correct for a rhombus and a rectangle?
1. The diagonals bisect each other at right angles.
2. The opposite angles are equal.
3. The measures of diagonals are equal.
4. All sides are equal.
 DDD
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DDD The radius of a circular bath tub is 7 ft. What is the area of the bottom surface of the tub? [Hint: Use π = 227]
 DDD
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DDD ΔABC is an isosceles triangle and A = 30°. Which of the following cannot be the measures of other two angles?
 DDD
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DDD Which of the figures is an obtuse triangle? DDD View Solution
DDD How many lines of symmetry does an equilateral triangle have? DDD View Solution
DDD What is the area of a parallelogram, if its base is 2 yd and its height is 6 yd? DDD View Solution
DDD Find the area of the colored region in the figure.
 DDD
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DDD 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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DDD The perimeter of an equilateral triangle is 33 m. What is the length of each side of the triangle? DDD View Solution
DDD Which of the figures have equal areas?
 DDD
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DDD What is the measure of A, if ΔABC is congruent to ΔDEF? DDD View Solution
DDD What is the height of ΔPQR, if its area is 6 in.2 and the measure of QR is 4 in.?
 DDD
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DDD The triangles ABC and DCE are congruent in the figure. Find DE, if AB = 5 in., AC = 3 in. and EC = 4 in.
 DDD
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DDD Pythagorean theorem is applicable for ________. DDD View Solution
DDD What is the length of the side PR of ΔPQR in the figure?
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DDD Which of the following congruency statements is not true in the figure?
 DDD
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DDD What is the length of the side PR in the right triangle?
PR
 DDD
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DDD What is the measure of BD in the figure?
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DDD What is the length of the third side of the triangle in the figure?
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DDD What are the values of x and y in the triangle?
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DDD What unit of measure would you use to estimate the depth of a swimming pool? DDD View Solution
DDD UC and UT are opposite rays. CUT is _________ .
 DDD
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