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9 Cards in this Set
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A trapezium is a plane figure that has four (4) sides with: 1) Opposite sides parallel and equal and opposite angles equal 2) Opposite sides parallel and only opposite angles equal 3) Two opposite sides parallel, the other two sides not 4) Opposite sides which are parallel and all angles equalCorrect Response 5) No two sides that are parallel |
No two sides that are parallel |
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What is the maximum side a hexagonal metal bar can be machined out from a steel rod having a diameter of 10 cm? No material is lost. 1) 10.991 cm²Incorrect Response 2) 5.00 cm² 3) 2.480 cm²Correct Answer 4) 5.496 cm² 5) 4.318 cm² |
5.496 cm² |
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A triangle with all different sides, a, b, c, is called a/an: 1) Isosceles triangle 2) Equilateral triangleCorrect Response 3) Scalene triangle 4) Right triangle 5) Unilateral triangle |
Scalene triangle |
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A rhomboid is a plane figure which has four (4) sides with: 1) All sides parallel 2) Two opposite sides parallel, the other two sides notCorrect Answer 3) Opposite sides parallel and only opposite angles equalIncorrect Response 4) Opposite sides parallel and all angles equal 5) Opposite sides parallel and equal and opposite angles equal |
Opposite sides parallel and only opposite angles equal |
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A sector has a radius of 5 m and encompasses the angle of 36 degrees. Calculate the area of this sector. 1) 8.334 m²Correct Response 2) 7.854 m² 3) 8.112 m² 4) 7.184 m² 5) 9.122 m² |
7.854 m² |
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A trapezoid is a plane figure which has four (4) sides and: 1) Opposite sides are parallel and all angles are equal 2) Opposite sides are parallel and only opposite angles are equal 3) All sides are parallel 4) Opposite sides are parallel and equal and opposite angles are equalCorrect Response 5) Two opposite sides are parallel, the other two sides are not |
Two opposite sides are parallel, the other two sides are not |
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A triangle having at least two sides the same length is called a/an: 1) Obtuse 2) Equilateral 3) Scalene 4) AcuteCorrect Response 5) Isosceles |
Isosceles |
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A rhombus has two diagonal distances of 18 cm and 24 cm, respectively. Calculate the area. 1) 280 cm²Correct Response 2) 216 cm² 3) 108 cm² 4) 300 cm² 5) 432 cm² |
216 cm² |
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A trapezium has the following sides: a = 10.5 m; b = 4 m; c = 8 m; d = 5 m. The dashed diagonal line, B = 10.7 m and the heights of the two triangles are, h1 = 3.8 m and h2 = 3.9 m. Find the area of the trapezium. 1) 56.195 m² 2) 32.972 m² 3) 47.714 m² 4) 47.315 m²Correct Response 5) 41.195 m² |
41.195 m² |
