MCQs: Considering recurring decimals, the fraction 10⁄3 can be expressed as
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MCQs: On solving the following rational number 6.8² − 3.4² + 2.1³ ⁄ 0.5³ + 1.7320, the answer will be
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MCQs: The answer of [2⁄4 + 4⁄6 −3⁄8] ⁄ [1⁄4 − 9⁄16]
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MCQs: On subtracting the following rational numbers 6⁄9, 8⁄12 and 7⁄15, the answer will be
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MCQs: Ana has 7 2⁄9 cups of butter. Out of which she has used 2 1⁄3 cups of butter for biscuits and 2 2⁄6 cups for cakes. The total butter Ana has now is
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MCQs: The square root of 11 in decimal representation is
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MCQs: If the diameter of cylinder is 8cm and its height is 16cm then the volume of cylinder is
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MCQs: If the volume of cylinder is 900cm² with the height of 20cm then the diameter of the cylinder is
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MCQs: If a rectangular tank is 21cm long, 13cm wide and 18cm high and contains water up to a height of 11cm then the total surface area is
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MCQs: If circular metal sheet is 0.65cm thick and of 50cm in diameter is melted and recast into cylindrical bar with 8cm diameter then the length of bar will be
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MCQs: If a cuboid is 3.2 cm high, 8.9cm long and 4.7 wide then total surface area is
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MCQs: If the diameter of a cylinder is 5cm and the volume of cylinder is 650cm³ then the height of cylinder is
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MCQs: If a cuboid is 2.7cm high, 7.8cm long and 3.7 wide then the volume of cuboid is
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MCQs: If a rectangular tank is 21cm long, 13cm wide and 18cm high and contains water up to a height of 11cm then the volume of water in liters is
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MCQs: By converting 6800cm³ into ml, the answer will be
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MCQs: By converting 0.8m³ into cm³, the answer will be
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MCQs: By converting 2500000mm³ into cm³, the answer will be
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MCQs: If the diameter of right circular cylinder is 18cm with the height of 28cm and value of pi = 3.142 then the total surface area of the cylinder is
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MCQs: By converting 900000cm³ into liters, the answer will be
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MCQs: If there are 150 wood cylinders to be carved and each cylinder is 12cm long and has diameter of 45mm then the total surface area for carving is
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