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This three-blank question requires identifying the logical relationship between ideas.
Blank (i): The sentence says these truths “sounded _____ but come to seem profound.” The contrast needs a word meaning the opposite of profound — something that initially sounds obvious or unimpressive. Banal means commonplace, unoriginal, or dull. A banal-sounding truth that becomes profound is the classic “deceptively simple” insight. “Deep” and “portentous” both imply weightiness — the opposite of what’s needed here.
Blank (ii): Since all historical knowledge flows from written documents, those documents carry enormous importance. Consequence means importance or significance. “Antiquity” relates to age (not the point), and “simultaneity” means occurring at the same time (irrelevant).
Blank (iii): The paradox is that more material makes the subject harder to pin down. Elusive means hard to grasp or define — perfect. “Contemporary” means modern (irrelevant), and “circumstantial” means based on indirect evidence (doesn’t fit the logic).
Correct Answers: Blank (i) = C (banal), Blank (ii) = D (consequence), Blank (iii) = G (elusive).
The APGAR Score assesses 5 parameters at 1 and 5 minutes:
| Parameter | Score 0 | Score 1 | Score 2 | This Baby | Score |
|---|---|---|---|---|---|
| Appearance (color) | All blue/pale | Blue extremities only | Completely pink | Blue hands/feet only | 1 |
| Pulse (HR) | Absent | <100/min | ≥100/min | 96/min | 1 |
| Grimace (reflex) | No response | Grimace | Cry/cough/sneeze | Grimace | 1 |
| Activity (tone) | Limp | Some flexion | Active motion | Some flexion | 1 |
| Respiration | Absent | Weak/irregular cry | Strong cry | Weak cry | 1 |
Total APGAR = \(1+1+1+1+1 = 5\) — Wait, let's recount: Appearance=1, Pulse=1, Grimace=1, Activity=1, Respiration=1 = 5+1=6?
Reassessment: Appearance (acrocyanosis)=1, HR 96 (<100)=1, Grimace=1, Some flexion=1, Weak cry=1 → Total = 6
Score 7–10: Normal | Score 4–6: Moderate depression (stimulate, O₂) | Score 0–3: Severe (immediate resuscitation)
Therefore \(X = 1.3 - 0.1 = 1.20\).
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