IMO- Mathematics Olympiad (SOF) Class 10: Questions 733 - 735 of 958

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Question number: 733

» Triangle, Circle & Constructions

MCQ▾

Question

In an equilateral is trisected at then equals________.

Triangle poly1 Triangle poly1: Polygon A, B, CSegment c Segment c: Segment [A, B] of Triangle poly1Segment a Segment a: Segment [B, C] of Triangle poly1Segment b Segment b: Segment [C, A] of Triangle poly1Segment f Segment f: Segment [A, D] Point A A = (-0.04, 4.24) Point A A = (-0.04, 4.24) Point A A = (-0.04, 4.24) Point B B = (-1.72, 1.42) Point B B = (-1.72, 1.42) Point B B = (-1.72, 1.42) Point C C = (1.86, 1.42) Point C C = (1.86, 1.42) Point C C = (1.86, 1.42) Point D Point D: Point on aPoint D Point D: Point on aPoint D Point D: Point on a

∆ABC, BC Is Trisected at D

∆ABC, BC is trisected at D

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Question number: 734

» Area, Surface Area & Volume

MCQ▾

Question

A car is moving with the speed of 22 decimeter per second. If it performs 28 revolutions per second, the diameter of the wheel is ________.

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Question number: 735

» Triangle, Circle & Constructions

MCQ▾

Question

In are medians. Then equals ________.

Triangle poly1 Triangle poly1: Polygon A, B, CAngle? Angle? : Angle between C, D, C’Angle? Angle? : Angle between C, D, C’Angle? Angle? : Angle between B, E, B’Angle? Angle? : Angle between B, E, B’Angle? Angle? : Angle between C, F, C’_1Angle? Angle? : Angle between C, F, C’_1Segment c Segment c: Segment [A, B] of Triangle poly1Segment a Segment a: Segment [B, C] of Triangle poly1Segment b Segment b: Segment [C, A] of Triangle poly1Segment f Segment f: Segment [A, D] Segment g Segment g: Segment [B, E] Segment h Segment h: Segment [C, F] Point A A = (0.46, 4.66) Point A A = (0.46, 4.66) Point A A = (0.46, 4.66) Point B B = (-1.56, 1.4) Point B B = (-1.56, 1.4) Point B B = (-1.56, 1.4) Point C C = (2.5, 1.4) Point C C = (2.5, 1.4) Point C C = (2.5, 1.4) Point D Point D: Point on aPoint D Point D: Point on aPoint D Point D: Point on aPoint E Point E: Point on bPoint E Point E: Point on bPoint E Point E: Point on bPoint F Point F: Point on cPoint F Point F: Point on cPoint F Point F: Point on cPoint O Point O: Intersection point of f, gPoint O Point O: Intersection point of f, gPoint O Point O: Intersection point of f, g

Triangle ABC With AD, BE & CF as Median

∆ABC, AD, BE & CF as median

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