The frame comprises members ABC, CD, and BEDF. This frame is fixed at A, and the connections between the three members are pins. Load P is applied at F. Which of the following statements is TRUE?
To determine which members of the frame are two-force members, we need to understand the concept of a two-force member in structural analysis. A two-force member is a structural component that only has two non-collinear forces acting on it, typically acting at its endpoints. The key characteristic is that the resultant internal forces are along the line joining these two points, meaning there are no moments, and the member is in pure tension or compression.
Let's evaluate each member in the frame:
Based on this analysis, CD is the only member in pure tension or compression, making it the only two-force member in the frame. Thus, the correct statement is:
| Column X: Phonetic features | Column Y: Sanskrit terms |
|---|---|
| P. voicing | 1. prāṇa |
| Q. retroflex | 2. tālavya |
| R. palatal | 3. ghōṣa |
| S. aspiration | 4. mūrdhanya |
| Column X: Morphological Concepts | Column Y: Examples |
|---|---|
| P. Suppletion | 1. bookmaker – bookie |
| Q. Conversion | 2. deer – deer |
| R. Zero morpheme | 3. bad – worst |
| S. Hypocorism | 4. arrive – arrival |
| T. Derivation | 5. (a) doctor – (to) doctor |

An ant is at the bottom-left corner of a grid (point P) as shown above. It aims to move to the top-right corner of the grid. The ant moves only along the lines marked in the grid such that the current distance to the top-right corner strictly decreases.
Which one of the following is a part of a possible trajectory of the ant during the movement?
A building has several rooms and doors as shown in the top view of the building given below. The doors are closed initially.
What is the minimum number of doors that need to be opened in order to go from the point P to the point Q?