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Author: Juhi Gupta

In the floor plan of an executive’s beach house above, the north and south walls of the living room are parallel. What is the floor area, in square feet, of the bedroom? – OG 2020 Question #99 with Solution

A 2 min read OG 2020: Question No. 99 In the floor plan of an executive’s beach house above, the north and south walls of the living room are parallel. What is the floor area, in square feet, of the bedroom? 450āˆš3 450...

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The figure above shows a portion of a road map on which the measures of certain angles are indicated. If all lines shown are straight and intersect as shown, is roadĀ PQĀ parallel to roadĀ RS? – OGQR 2020 Question #222 with Solution

A 2 min read OGQR 2020: Question No. 222 The figure above shows a portion of a road map on which the measures of certain angles are indicated. If all lines shown are straight and intersect as shown, is road PQ parallel...

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IfĀ AĀ is the area of a triangle with sides of lengthsĀ x,Ā y, andĀ zĀ as shown above, what is the value ofĀ A? – OGQR 2020 Question #220 with Solution

A 2 min read OGQR 2020: Question No. 220 IfĀ AĀ is the area of a triangle with sides of lengthsĀ x,Ā y, andĀ zĀ as shown above, what is the value ofĀ A? zĀ =Ā 13 AĀ = 5y/2 Source OGQR 2020 Type Data Sufficiency Topic Geometry Sub-Topic...

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The heart-shaped decoration shown in the figure above consists of a square and two semicircles. What is the radius of each semicircle? – OGQR 2020 Question #219 with Solution

A 2 min read OGQR 2020: Question No. 219 The heart-shaped decoration shown in the figure above consists of a square and two semicircles. What is the radius of each semicircle? The diagonal of the square isĀ 10āˆš2Ā centimetres long....

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A person walked completely around the edge of a park beginning at the midpoint of one edge and making the minimum number of turns, each with the minimum number of degrees necessary… – OGQR 2020 Question #217 with Solution

A 3 min read OGQR 2020: Question No. 217 A person walked completely around the edge of a park beginning at the midpoint of one edge and making the minimum number of turns, each with the minimum number of degrees necessary, as...

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