MCQ Class 8 Maths Ganita Prakash – II Chapter 7 Area Advertisement 1. Equal perimeter figures must have equal area. True False Only rectangles Only circlesQuestion 1 of 202. A triangle with base 9 cm and height 4 cm has area: 18 cm² 36 cm² 13 cm² 9 cm²Question 2 of 203. A parallelogram with base 12 cm and height 5 cm has area: 30 cm² 60 cm² 17 cm² 24 cm²Question 3 of 204. Which figure has all sides equal? Rectangle Rhombus Trapezium PentagonQuestion 4 of 205. Which figure has exactly one pair of parallel sides (basic form)? Trapezium Square Rhombus TriangleQuestion 5 of 206. The sum of parallel sides is used in area formula of: Triangle Rhombus Trapezium SquareQuestion 6 of 207. Which figure can be dissected into a rectangle to find area? Parallelogram Only circle Sphere ConeQuestion 7 of 208. Area of square with side 6 cm is: 12 cm² 24 cm² 36 cm² 18 cm²Question 8 of 209. Which measurement is not enough alone to find triangle area? Base only Base and height Height only Both A and CQuestion 9 of 2010. Which is larger: 2 identical equilateral triangles together or one triangle alone? One triangle alone Both same Two triangles together Cannot sayQuestion 10 of 2011. A4 sheet sides are 21 cm and 29.7 cm. Shape is: Square Rectangle Rhombus TriangleQuestion 11 of 2012. A4 sheet area = 21 × 29.7 = 623.7 cm² 620 cm² 500 cm² 297 cm²Question 12 of 2013. Which figure always has four right angles? Rectangle Rhombus Kite TrapeziumQuestion 13 of 2014. A diagonal divides a square into: Two congruent triangles Three triangles Two circles Four rectanglesQuestion 14 of 2015. Which unit is suitable for classroom area? cm m² kg litreQuestion 15 of 2016. Which unit is suitable for notebook cover area? km² acre cm² tonneQuestion 16 of 2017. If length doubles and width stays same in rectangle, area: Halves Doubles Same TriplesQuestion 17 of 2018. Which of these is a four-sided polygon? Triangle Quadrilateral Pentagon HexagonQuestion 18 of 2019. A figure with greater perimeter can have smaller area. True False Only circles Never possibleQuestion 19 of 2020. The process of cutting a figure and rearranging pieces into another equal-area figure is called: Rotation Translation Dissection ReflectionQuestion 20 of 20 Loading...
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