From the given options, select the option in which the dots can be placed in the same way as shown in the question figure below.
Find the region of each dot in the given figure (shapes: right triangle, tilted square, upright rectangle).
Dot 1 is inside the tilted square only, outside both the triangle and the rectangle.
Dot 2 is in the region common to the triangle, the tilted square and the rectangle.
Dot 3 is inside the rectangle only, outside the triangle and the tilted square.
In the chosen figure, the tilted square sticks out below the triangle (square only), the upright square has a corner outside the hypotenuse (rectangle only), and the two squares overlap inside the triangle (common to all three).
Check: The other figures keep the upright square fully inside the triangle or lack a region of the tilted square alone, so the three dots cannot be placed there.
Hence, the figure in which a square and a tilted square overlap each other and both overlap the right-angled triangle.
Similar Questions
From the given options, select the option in which the dots can be placed in the same way as shown in the question figure below.
Important Questions from Dot Section
From the given options, select the option in which the dots can be placed in the same way as shown in the question figure below.
