Two-Point Perspective

Correct answer: A. अत्यधिक विकृत और नाटकीय

In two-point perspective, the receding edges of a cube converge toward two vanishing points on the horizon. If those points are placed too close to the object or too close to each other, the convergence angles become very steep and the visible faces are stretched or compressed unnaturally. Thus option A is correct: the cube looks dramatically distorted. It does not become flat, spherical, or depthless because convergence is still present.

Correct answer: B. निकट किनारा अधिक खुला दिखाई देता है

A circular tabletop viewed obliquely is represented as an ellipse, not as a full circle. In a typical perspective construction, the near half occupies more apparent space and its curve looks more open, while the far half is visually compressed toward the horizon. Therefore option B is the intended answer. The edges are not straight, the far edge is not generally the more open one, and neither side should be drawn as a complete circle.

Correct answer: A. Each orientation has its own convergence of parallel lines

The governing concept is linear perspective. Parallel edges that run in one spatial direction converge toward one vanishing point, while edges belonging to another orientation may converge toward a different point. Therefore A is correct. The buildings can still share the same eye level or horizon; B confuses orientation with viewpoint, and C and D deny the actual function of perspective.

Correct answer: A. When a tall object is viewed downward from above

The governing concept is three-point perspective and vertical convergence. If the viewer is above a tall object and looks downward, the vertical edges appear to converge toward a third vanishing point below the picture. Thus A is correct. Looking upward places that point above the picture, while showing one plane or lacking a visible horizon does not determine its position.

Correct answer: D. Directing all similarly oriented edges toward consistent vanishing points

Perspective represents parallel directions as receding toward a common vanishing point, or toward corresponding vanishing points when more than one direction is visible. Stair edges must therefore be organised into consistent directional sets. Option D is correct. Equal step heights in the drawing, an outer contour alone, or arbitrary widening cannot establish coherent recession or eye-level relationships.