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CISA QUESTION #1743
Question 1
In risk management terminology, what is the precise distinction between a threat and a vulnerability?
  • Threats are the exploitable paths through which a vulnerability manifests.
  • Threats represent risks that convert into vulnerabilities only when they actually occur.
  • A vulnerability is an exploitable pathway or weakness that enables a threat to materialise and cause harm.โœ”๏ธ
  • A vulnerability is a negative event that will inevitably result in a loss when it takes place.
Correct Answer Logic:
A threat is any potential event or agent that could cause harm to an asset if it occurs. A vulnerability is a flaw, weakness, or gap in a system, process, or control that provides a pathway through which a threat can be realised. The two concepts are distinct but interdependent: a threat without a vulnerability cannot cause harm, and a vulnerability without a threat poses no immediate risk. Together, they define the concept of risk.
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Correct Answer Logic:
Multiples of 9 that are perfect cubes: we need \(n^3\) divisible by 9, i.e., \(n^3\) divisible by \(3^2\), which means \(n\) divisible by 3.
Values: \(n = 3, 6, 9, 12, 15, 18\) give \(n^3 = 27, 216, 729, 1728, 3375, 5832\) โ€” all less than 9999. That is 6 values.
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Math Physics Chemistry Biology QUESTION #4184
Question 3
When genes are linked, they tend to:
  • Segregate randomly
  • Cross over during meiosis
  • Stay together during inheritanceโœ”๏ธ
  • Be inherited separately
Correct Answer Logic:
Linked genes are located on the same chromosome and tend to be inherited together.
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Chemistry QUESTION #5552
Question 4
According to Molecular Orbital Theory, which of the following species will NOT be a stable molecule?
  • $H_2^-$
  • $H_2^{2-}$โœ”๏ธ
  • $He_2^{2+}$
  • $He_2^+$
Correct Answer Logic:
Bond order for $H_2^{2-}$: 2 bonding + 2 antibonding electrons = BO = 0 โ†’ unstable. $H_2^-$: BO = 0.5 (stable). $He_2^{2+}$: 2 bonding, 0 antibonding electrons: BO = 1 (stable). $He_2^+$: BO = 0.5 (stable). Therefore $H_2^{2-}$ with BO = 0 is not a viable molecule.
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Civil Procedure QUESTION #3686
Question 5
A plaintiff (State A) sues a defendant (State B) in federal court for $\text{\$100,000}$. During the jury trial, at the close of the plaintiff's evidence, the defendant moves for Judgment as a Matter of Law (JMOL), which is denied. The jury returns a verdict for the plaintiff. The defendant then files a Renewed JMOL 10 days after the entry of judgment. The plaintiff objects, noting the defendant never moved for JMOL after the defendant's own evidence was presented. Is the Renewed JMOL proper?
  • Yes, because a motion for JMOL was made at some point during the trial.โœ”๏ธ
  • Yes, because a Renewed JMOL is always permitted within 28 days of judgment.
  • No, because a Renewed JMOL can only be filed if the party moved for JMOL at the close of all evidence.
  • No, because the defendant must show 'plain error' to renew the motion.
Correct Answer Logic:
Rule 50(b) requires that a party must have moved for JMOL under Rule 50(a) at some time during the trial to 'renew' it post-verdict. The 2006 amendments removed the requirement that the motion be made at the close of all evidence; it must simply be made before the case is submitted to the jury.
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Correct Answer Logic:

For the potential to become zero after connection, the total charge must be zero (charges cancel). Taking signs into account:

$Q_1 - Q_2 = 0 \Rightarrow C_1 \times 120 = C_2 \times 200$

$\frac{C_1}{C_2} = \frac{200}{120} = \frac{5}{3}$

$\Rightarrow 3C_1 = 5C_2$

The capacitors must have been charged with opposite polarities so that when connected, charges cancel. Conservation of charge gives $120C_1 = 200C_2$, yielding $3C_1 = 5C_2$.

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Islamic Studies QUESTION #653
Question 7
The battle of Nihawand was fought during the reign of:
  • Hazrat Abu Bakr
  • Hazrat Umarโœ”๏ธ
  • Hazrat Usman
  • None of these
Correct Answer Logic:
Fought in 642 CE, it was a decisive victory for the Muslims during Hazrat Umar's era.
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Paper-I (Anatomy/Physiology and Biochemistry/Microbiology) QUESTION #3383
Question 8
'Atherosclerosis' is primarily associated with high levels of which lipoprotein?
  • HDL
  • LDLโœ”๏ธ
  • Chylomicrons
  • VLDL
Correct Answer Logic:
LDL is often called 'bad cholesterol' because it deposits fat in arterial walls.
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Pakistan Affairs QUESTION #298
Question 9
What significant impact was caused to Pakistan by direct Military rule?
  • Corrosion of civil liberties
  • Unstable civil institutionsโœ”๏ธ
  • Economic stagnation
  • Encouragement of FDI
Correct Answer Logic:
Frequent interventions weakened the growth and stability of democratic institutions.+1
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Agronomy QUESTION #2064
Question 10
Zinc deficiency, the most widespread micronutrient deficiency in Pakistan and South Asia, is characterized by:
  • Dark green, crinkled older leaves with necrotic margins
  • Interveinal chlorosis and stunting of older leaves due to Zn mobility
  • Stunted young leaves, shortened internodes (little leaf/khaira disease in rice), interveinal chlorosis on young leaves, and delayed maturity โ€” due to Zn's role in auxin synthesis and enzyme activationโœ”๏ธ
  • Pale yellow coloration of the entire plant with early senescence
Correct Answer Logic:
Zn deficiency causes little leaf/rosette in fruit trees, khaira disease in rice, and white bud in maize. Young leaves are affected first (Zn is relatively immobile in phloem). Zn activates >300 enzymes, is required for IAA synthesis, RNA polymerase, and ribosome structure. ZnSOโ‚„ (21% Zn) applied at 25 kg/ha corrects deficiency.
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Biology QUESTION #7256
Question 11
ICBN stands for:
  • Indian Code of Botanical Nomenclature
  • Indian Congress of Biological Names
  • International Code of Botanical Nomenclatureโœ”๏ธ
  • International Congress of Biological Names
Correct Answer Logic:
ICBN stands for International Code of Botanical Nomenclature. It is the set of rules governing the naming of plants, algae, and fungi. It ensures each plant has one accepted scientific name, following binomial nomenclature as proposed by Linnaeus. (Now updated to ICN โ€” International Code of Nomenclature for algae, fungi, and plants.)
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Correct Answer Logic:
Homoleptic = only one type of ligand. (A) has \(\text{CN}^-\) and NO โ€” not homoleptic. (B) \([\text{CoF}_6]^{3-}\): F is weak field โ†’ high spin. (C) \([\text{Fe(CN)}_6]^{4-}\): \(\text{CN}^-\) is strong field โ†’ low spin, homoleptic. (D) \([\text{Co(NH}_3)_6]^{3+}\): \(\text{NH}_3\) is moderate-strong field on \(\text{Co}^{3+}\) โ†’ low spin, homoleptic. So (C) and (D) are both homoleptic and low spin.
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General Science and Ability QUESTION #201
Question 13
Cement factory labourers are prone to:
  • Leukemia
  • Cytosilicosisโœ”๏ธ
  • Bone marrow
  • None of these
Correct Answer Logic:
Silicosis (specifically cytosilicosis in some contexts) is caused by inhaling silica dust.
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General Abilities QUESTION #2852
Question 14
Find the area of a triangle with base 24 cm and height 10 cm.
  • 110 cmยฒ
  • 120 cmยฒโœ”๏ธ
  • 130 cmยฒ
  • 240 cmยฒ
Correct Answer Logic:
Area of triangle \(= \dfrac{1}{2} \times \text{base} \times \text{height} = \dfrac{1}{2} \times 24 \times 10 = 120 \text{ cm}^2\).
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Correct Answer Logic:

The Holliday-Segar method calculates maintenance fluid requirements:

WeightFluid Rate
First 10 kg\(100\,\text{mL/kg/day}\)
Next 10 kg (10โ€“20 kg)\(50\,\text{mL/kg/day}\)
Each kg above 20 kg\(20\,\text{mL/kg/day}\)

Calculation for 12 kg child:

\[\text{First 10 kg} = 10 \times 100 = 1000\,\text{mL}\]

\[\text{Next 2 kg} = 2 \times 50 = 100\,\text{mL}\]

\[\text{Total} = 1000 + 100 = 1100\,\text{mL/day}\]

Hourly rate: \(\dfrac{1100}{24} \approx 46\,\text{mL/hr}\)

This formula is essential for pediatric nurses. Remember: it calculates maintenance only โ€” deficit and ongoing losses are added separately in dehydrated children.

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Verbal Reasoning QUESTION #8081
Question 16

$(19 - 18 - 17 - 16) - (20 - 19 - 18 - 17) =$

  • $-36$
  • $-6$
  • $-4$
  • $1$โœ”๏ธ
Correct Answer Logic:

Calculate each parenthesis separately:

First: $(19 - 18 - 17 - 16) = 19 - 18 - 17 - 16 = 1 - 17 - 16 = -16 - 16 = -32$

Second: $(20 - 19 - 18 - 17) = 20 - 19 - 18 - 17 = 1 - 18 - 17 = -17 - 17 = -34$

Now subtract: $(-32) - (-34) = -32 + 34 = 2$

Wait, let me recalculate more carefully:

$(19 - 18 - 17 - 16) = 19 - 51 = -32$

$(20 - 19 - 18 - 17) = 20 - 54 = -34$

$(-32) - (-34) = -32 + 34 = 2$

Hmm, 2 is not among the options. Let me check the arithmetic again:

$19 - 18 = 1$, $1 - 17 = -16$, $-16 - 16 = -32$ โœ“

$20 - 19 = 1$, $1 - 18 = -17$, $-17 - 17 = -34$ โœ“

$-32 - (-34) = 2$

Since the given answer is D, which corresponds to index 3 (value 1), there may be an error in my reading or the answer key. But mathematically, the answer is 2.

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General Knowledge QUESTION #8740
Question 17
What was the name of the first space shuttle launched by the United States on April 12, 1981?
  • Discovery
  • Endeavor
  • Columbiaโœ”๏ธ
  • Atlantis
Correct Answer Logic:
Columbia was the first space shuttle to fly.
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Civil Engineering QUESTION #2126
Question 18
The hydraulic grade line (HGL) and energy grade line (EGL) in pipe flow are related such that:
  • HGL is always above EGL by the velocity head
  • EGL is always above or equal to HGL by the velocity head \(\dfrac{V^2}{2g}\) โ€” the vertical distance between EGL and HGL equals the velocity head at any cross-sectionโœ”๏ธ
  • HGL and EGL coincide for all flows
  • EGL slopes upward in the direction of flow while HGL slopes downward
Correct Answer Logic:
EGL represents total energy head \(= \dfrac{p}{\rho g} + z + \dfrac{V^2}{2g}\). HGL represents piezometric head \(= \dfrac{p}{\rho g} + z\). The difference is the velocity head: \(EGL - HGL = \dfrac{V^2}{2g}\). Both slope downward in flow direction (energy loss). EGL is always above HGL (except at stagnation). When HGL falls below pipe centerline, pressure becomes sub-atmospheric โ€” risk of cavitation and column separation.
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Mathematics QUESTION #6011
Question 19

Identify the curve from the family defined by $(x^2-y^2)\,dx + 2xy\,dy = 0$ that passes through the point $(1,1)$.

  • A circle centred on the $x$-axis
  • An ellipse with major axis along the $y$-axis
  • A circle centred on the $y$-axisโœ”๏ธ
  • A hyperbola with transverse axis along the $x$-axis
Correct Answer Logic:

Rewrite: $\frac{dy}{dx} = \frac{y^2-x^2}{2xy}$. This is a homogeneous ODE. Let $y=vx$:

$\frac{1-v^2}{2v}dx + x\,dv/... $

After solving, the general solution is $x^2 + y^2 = Cy$ (circles with centres on the $y$-axis).

Substituting $(1,1)$: $1+1=C\cdot1 \Rightarrow C=2$, giving $x^2+y^2=2y$, i.e. $x^2+(y-1)^2=1$.

This is a circle centred on the $y$-axis at $(0,1)$.

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Physics QUESTION #4388
Question 20
A projectile is launched in air with a certain angle; its velocity is maximum at:
  • Point of projectionโœ”๏ธ
  • Highest point
  • Between launching and highest point
  • At all points
Correct Answer Logic:
At the point of projection, the projectile has both horizontal and vertical components of velocity. At the highest point, only the horizontal component remains. Since speed is greatest at the launch point, velocity magnitude is maximum there.
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