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Correct Answer Logic:
D-Fructose satisfies all conditions: (A) Found in honey — ✓. (B) Keto sugar (ketohexose) — ✓. (C) Exists in \(\alpha\) and \(\beta\)-anomeric forms (in cyclic pyranose/furanose forms) — ✓. (D) Laevorotatory (rotates plane of polarized light to left, hence the 'D' prefix refers to configuration, not optical rotation) — ✓. D-Glucose is dextrorotatory.
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General Abilities QUESTION #2804
Question 2362
Find the LCM of 12, 18, and 24.
  • 36
  • 48
  • 72✔️
  • 144
Correct Answer Logic:
Prime factorization: \(12 = 2^2 \times 3\), \(18 = 2 \times 3^2\), \(24 = 2^3 \times 3\). LCM = \(2^3 \times 3^2 = 8 \times 9 = 72\).
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English QUESTION #2729
Question 2363
Choose the correct PAST PERFECT form: 'By the time she arrived
  • he ___ the food.'✔️
  • eats
  • is eating
  • ate
Correct Answer Logic:
3
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General Ability and Fire Fighting QUESTION #5591
Question 2364
Which method of fire extinguishment involves removing heat from the fire?
  • Smothering
  • Starving
  • Cooling✔️
  • Inhibiting
Correct Answer Logic:
Cooling removes heat — typically using water — to bring the fuel temperature below its ignition point. This is the most common firefighting method.
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Correct Answer Logic:
Using sum-to-product formulas: \((\cos x + \cos 4x) + (\cos 2x + \cos 3x) = 0\). This gives \(2\cos\frac{5x}{2}\cos\frac{3x}{2} + 2\cos\frac{5x}{2}\cos\frac{x}{2} = 0\), which factors as \(2\cos\frac{5x}{2}(\cos\frac{3x}{2} + \cos\frac{x}{2}) = 0\). Either \(\cos\frac{5x}{2} = 0\) or \(\cos\frac{3x}{2} + \cos\frac{x}{2} = 0\). For the first: \(\frac{5x}{2} = \frac{\pi}{2}, \frac{3\pi}{2}, \frac{5\pi}{2}, \frac{7\pi}{2}, \frac{9\pi}{2}\), giving \(x = \frac{\pi}{5}, \frac{3\pi}{5}, \pi, \frac{7\pi}{5}, \frac{9\pi}{5}\) (5 solutions). For the second: \(2\cos x \cos\frac{x}{2} = 0\), giving \(\cos x = 0\) or \(\cos\frac{x}{2} = 0\). From \(\cos x = 0\): \(x = \frac{\pi}{2}, \frac{3\pi}{2}\) (2 more solutions not in first set). From \(\cos\frac{x}{2} = 0\): \(x = \pi\) (already counted). Total = 5 + 2 = 7 solutions.
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Correct Answer Logic:

Stress is defined as $\frac{\text{Force}}{\text{Area}}$ [cite: 457].

  • Force (Weight) $W \propto \text{Volume} \times \text{density} \propto L^3$
  • Area $A \propto L^2$
  • $\text{Stress} \propto \frac{L^3}{L^2} \propto L$
  • Since $L$ increases by $9$, the stress increases by a factor of $9$[cite: 457].
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Paper-I (Anatomy/Physiology and Biochemistry/Microbiology) QUESTION #3204
Question 2367
Where does the majority of glucose and amino acid reabsorption occur in the nephron?
  • Proximal Convoluted Tubule (PCT)✔️
  • Loop of Henle
  • Distal Convoluted Tubule
  • Collecting Duct
Correct Answer Logic:
Under normal conditions, $100\%$ of glucose is reabsorbed in the PCT.
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Correct Answer Logic:

Stored kinetic energy $= H\times S_{rated} = 5\times100 = 500\,\text{MJ}$. Swing equation inertia: $M = \frac{GH}{\pi f_s} = \frac{100\times5}{\pi\times50} = \frac{500}{157.08} \approx 3.18\,\text{MJ·s/rad}$.

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Journalism / Mass Communication QUESTION #6373
Question 2369
Which of the following CORRECTLY identifies the first Punjabi-language talkie film, the first silent film from Lahore, and the first Pakistani film after independence?
  • First Punjabi talkie: Alam Ara (1931); First Lahore silent: Heer Ranjha (1932); First Pakistani film: Jugnu (1947)
  • First Punjabi talkie: Heer Ranjha (1932); First Lahore silent film: The Daughter of Today (1924); First Pakistani film after independence: Teri Yaad (1948)✔️
  • First Punjabi talkie: The Daughter of Today (1924); First Lahore silent film: Raja Harishchandra (1913); First Pakistani film: Khazanchi (1941)
  • First Punjabi talkie: Pheray (1949); First Lahore silent: Heer Ranjha (1932); First Pakistani film: Alam Ara (1931)
Correct Answer Logic:

The film history of the subcontinent and Pakistan involves several important firsts that students commonly confuse:

  • First silent film from Lahore (Punjab): The Daughter of Today (1924), produced by Premier Film Company, directed by Mian Abdur Rasheed Kardar (A.R. Kardar)
  • First Punjabi (talkie) film from Lahore: Heer Ranjha (1932), released one year after Alam Ara (1931) — meaning Lahore was almost as fast as Bombay in adopting sound cinema
  • First Pakistani film after independence: Teri Yaad (Urdu), released at Perbhat (Sanober) Cinema, Lahore on 7 August 1948 (Eid-ul-Fitr Day). It was a commercial failure but historic as the inaugural film of the new Pakistani industry.

Note: Jugnu (1947) was the last major pre-partition Pakistani film. Khazanchi (1941) was famous for Master Ghulam Haidar's introduction of Punjabi folk music and Baby Noor Jehan as playback singer.

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MCQs Section QUESTION #4857
Question 2370
Choose the correct synonym of "LACUNAE"
  • Tiny marine life
  • Shallow water
  • Local dialect
  • Missing parts✔️
Correct Answer Logic:
Lacunae (singular: lacuna) refers to gaps, missing portions, or unfilled spaces, especially in a manuscript, text, or argument.
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English QUESTION #8479
Question 2371
Select the word OPPOSITE in meaning to: Ominous
  • Threatening
  • Promising✔️
  • Docile
  • Menacing
Correct Answer Logic:
Ominous means threatening or foreshadowing evil; opposite is promising.
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Correct Answer Logic:
'Over' is used to indicate movement at a higher level than something else.
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Physics and Math QUESTION #759
Question 2373
Which of the following does not have closure property?
  • [0, 1]
  • [1, -1]✔️
  • [0, 0]
  • None
Correct Answer Logic:
The set [1, -1] does not have closure property under addition because 1 + 1 = 2, which is not in the set.
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Urdu QUESTION #5169
Question 2374
اردو ڈرامے کا آغاز کس نے کیا؟
  • آغا حشر کاشمیری✔️
  • امتیاز علی تاج
  • منشی پریم چند
  • راجندر سنگھ بیدی
Correct Answer Logic:
اردو ڈرامے کا آغاز آغا حشر کاشمیری سے ہوتا ہے جنہیں اردو ڈرامے کا شیکسپیئر بھی کہا جاتا ہے۔
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Physics QUESTION #7328
Question 2375

A projectile can achieve the same range $R$ for two angles of projection. If $t_1$ and $t_2$ are the times of flight in the two cases, then:

  • $t_1 t_2 \propto R^2$
  • $t_1 t_2 \propto R$✔️
  • $t_1 t_2 \propto \dfrac{1}{R}$
  • $t_1 t_2 \propto \dfrac{1}{R^2}$
Correct Answer Logic:

The two angles giving the same range are $\theta$ and $(90°-\theta)$.

$t_1 = \dfrac{2u\sin\theta}{g}$, $\quad t_2 = \dfrac{2u\cos\theta}{g}$

$t_1 t_2 = \dfrac{4u^2\sin\theta\cos\theta}{g^2} = \dfrac{2u^2\sin2\theta}{g^2} = \dfrac{2R}{g}$

Therefore $t_1 t_2 \propto \mathbf{R}$

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Correct Answer Logic:
Humidity = water vapour (liquid) dissolved in air (gas) → Liquid in gas (II). Alloys = solid metals dissolved in solid → Solid in solid (I)... wait alloys can be solid in liquid or solid in solid. Mercury amalgams = solid/liquid metal dissolved in mercury (liquid) → Liquid in solid (IV)... Smoke = solid particles in gas → Solid in gas (III). Matching: A-II, B-I, C-IV, D-III.
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Pakistan Affairs QUESTION #9082
Question 2377
The first international flight operation by PIA (Pakistan International Airlines) was on which date?
  • 7th June 1954✔️
  • 1st February 1966
  • 17th June 1961
  • 25th May 1951
Correct Answer Logic:
PIA's first international flight was in 1954 (to London).
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Math Physics Chemistry Biology QUESTION #4172
Question 2378
Which muscle tissue is under conscious control and is multinucleated?
  • Smooth muscle
  • Skeletal muscle✔️
  • Cardiac muscle
  • Visceral muscle
Correct Answer Logic:
Skeletal muscle is voluntary (conscious control) and multinucleated.
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Agronomy QUESTION #2075
Question 2379
Weeds are classified as 'obligate weeds' when they:
  • Can survive equally well in cultivated and natural undisturbed habitats
  • Are exclusively associated with cultivated land and cannot persist in natural plant communities — their survival depends entirely on the disturbance created by agricultural operations✔️
  • Are resistant to all registered herbicides in a given crop
  • Produce allelopathic chemicals that suppress crop germination
Correct Answer Logic:
Obligate (or agrestal) weeds are ecologically specialized to agricultural habitats — they germinate with crop seeds, mimic crop morphology (Vavilovian mimicry), and cannot compete in undisturbed natural vegetation. Examples include Phalaris minor in wheat and Echinochloa crus-galli in rice. Their persistence is entirely dependent on continued soil disturbance through tillage.
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Correct Answer Logic:
Article 63A(3) requires the Presiding Officer to refer within two days (deemed referred if not done). The Chief Election Commissioner then places it before the Election Commission which must decide within 30 days. An appeal against the Election Commission's decision lies to the Federal Constitutional Court, which decides within 90 days.
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