📚
Questions Reading Mode
Study questions platform-wide or filter by specific tests with correct answers revealed.
Home Economics
QUESTION #6272
Question 2481
An 'Extended Family' differs from a 'Nuclear Family' primarily by:
Correct Answer Logic:
A nuclear family consists only of parents and their children, while an extended family includes other relatives.
Uploaded by: Fani Warraich
Security Measures to Maintain Law and Order
QUESTION #869
Question 2482
Under Section 6(1)(e), the ASF is responsible for "prevention of hijacking." If a plane is hijacked on the tarmac, the primary ASF response is:
Correct Answer Logic:
The first priority for ground security is "containment"—preventing the aircraft from taking off and securing the perimeter.
Uploaded by: Fani Warraich
Civil Engineering
QUESTION #6593
Question 2483
The centre-to-centre distance between two adjacent rivets, measured parallel to the direction of the applied force, is termed the:
Correct Answer Logic:
Pitch is the centre-to-centre spacing of rivets along the direction of force. Gauge is the perpendicular spacing; diagonal pitch is the distance between rivets in adjacent rows; margin is the edge distance.
Uploaded by: Fani Warraich
Mathematics
QUESTION #1314
Question 2484
The Fourier series of a function \(f(x)\) on \((-\pi,\pi)\) is given by \(f(x)=\dfrac{a_0}{2}+\sum_{n=1}^\infty(a_n\cos nx+b_n\sin nx)\). The coefficient \(a_0\) is:
Correct Answer Logic:
\(a_0=\dfrac{1}{\pi}\int_{-\pi}^{\pi}f(x)\,dx\). Then \(a_n=\dfrac{1}{\pi}\int_{-\pi}^{\pi}f(x)\cos nx\,dx\) and \(b_n=\dfrac{1}{\pi}\int_{-\pi}^{\pi}f(x)\sin nx\,dx\). The constant term in the series is \(\dfrac{a_0}{2}\).
Uploaded by: Fani Warraich
English
QUESTION #2790
Question 2485
Which is the CORRECTLY SPELLED word?
Correct Answer Logic:
The correct spelling is 'Occurred' — the final consonant 'r' is doubled before adding '-ed' because the stress is on the last syllable. Rule: double the final consonant when the syllable is stressed.
Uploaded by: Fani Warraich
Physical Education
QUESTION #6807
Question 2486
A Subject Specialist implementing 'Pragmatism' in Physical Education would most likely prioritize:
Correct Answer Logic:
Pragmatism emphasizes 'learning by doing' and the social utility of activities in a community setting.
Uploaded by: Fani Warraich
Civil Engineering
QUESTION #6651
Question 2487
The 'Modular Ratio' ($n$) is defined as the ratio of:
Correct Answer Logic:
$n = E_s / E_c$. It is used in the transformed section method to analyze RC members under service loads.
Uploaded by: Fani Warraich
Paper-II (Pharmacology and Social Behaviour, Law & Ethics and Computer Sciences)
QUESTION #5758
Question 2488
Which drug is used as a 'prophylactic' agent for motion sickness during short journeys?
Correct Answer Logic:
Atropine (or related antimuscarinics) is effective for preventing motion sickness.
Uploaded by: Fani Warraich
English
QUESTION #4449
Question 2489
His application for a visa was turned ____ by the consulate.
Correct Answer Logic:
To 'turn down' means to reject or refuse an application or offer.
Uploaded by: Fani Warraich
Mathematics
QUESTION #7443
Question 2490
If \(m\) is the A.M. of two distinct real numbers \(\ell\) and \(n\) (\(\ell, n > 1\)) and \(G_1, G_2\) and \(G_3\) are three geometric means between \(\ell\) and \(n\), then \(G_1^4 + 2G_2^4 + G_3^4\) equals:
Correct Answer Logic:
We have \(m = \frac{\ell+n}{2}\). For three geometric means between \(\ell\) and \(n\), we have \(\ell, G_1, G_2, G_3, n\) in G.P. The common ratio is \(r = (\frac{n}{\ell})^{1/4}\). Thus \(G_1 = \ell r = \ell(\frac{n}{\ell})^{1/4}\), \(G_2 = \ell r^2 = \ell\sqrt{\frac{n}{\ell}} = \sqrt{\ell n}\), \(G_3 = \ell r^3 = \ell(\frac{n}{\ell})^{3/4}\). We get \(G_2^2 = \ell n\) and \(G_1 \cdot G_3 = \ell^2 r^4 = \ell n\). Therefore \(G_1^4 + 2G_2^4 + G_3^4 = (G_1^2)^2 + 2(\ell n)^2 + (G_3^2)^2\). Using \(G_1^2 + G_3^2 = (\ell r)^2 + (\ell r^3)^2 = \ell^2 r^2(1+r^4) = \ell^2(\frac{n}{\ell})^{1/2}(1+\frac{n}{\ell}) = \ell n^{1/2}(\frac{\ell+n}{\ell}) = n^{1/2}(\ell+n)\). After careful calculation, the answer is \(4\ell m^2 n\).
Uploaded by: Fani Warraich
Urdu
QUESTION #5054
Question 2491
علامہ اقبال نے قانون اور PhD کے علاوہ کون سی ڈگری یورپ سے لی؟
Correct Answer Logic:
علامہ اقبال نے یورپ میں قانون کی ڈگری لی، پھر میونخ یونیورسٹی سے PhD کی اور کیمبرج سے ایم اے کی ڈگری حاصل کی۔
Uploaded by: Fani Warraich
Ability / HR / Governance / Special Education
QUESTION #1859
Question 2492
What type of appointment is made for vacancies occurring for less than six months under Rule 8-B(4)?
Correct Answer Logic:
Rule 8-B(4) states against vacancies occurring for less than six months, current charge appointment may be made according to orders issued from time to time.
Uploaded by: Fani Warraich
Islamic Studies
QUESTION #632
Question 2493
The basic obligatory action of Hajj is:
Correct Answer Logic:
Wuquf (standing) at Arafat is the most essential pillar of Hajj.
Uploaded by: Fani Warraich
Correct Answer Logic:
Under the aggregation rules for 28 U.S.C. $\S 1332$, a single plaintiff may aggregate any and all claims they have against a single defendant, regardless of whether the claims are related.
Uploaded by: Fani Warraich
Paper-II (Pharmacology and Social Behaviour, Law & Ethics and Computer Sciences)
QUESTION #5788
Question 2497
Which of the following is NOT a form of non-verbal communication?
Correct Answer Logic:
Emails are a form of written (verbal) communication[cite: 7].
Uploaded by: Fani Warraich
The Elections Act 2017
QUESTION #9456
Question 2498
Under Section 136(2), if the Commission fails to finalize scrutiny of a return of election expenses within ninety days, what is the legal consequence?
Correct Answer Logic:
Section 136(2) states: 'If the Commission fails to finalize scrutiny of any return of election expenses within ninety days under sub-section (1), the return of election expenses shall be deemed to be scrutinized and accepted as correct.'
Uploaded by: Fani Warraich
Correct Answer Logic:
After $80$ minutes, $A$ undergoes $4$ half-lives ($80/20$), leaving $N_A = N_0/2^4 = N_0/16$. The number of decayed nuclei for $A$ is $N_0 - N_0/16 = 15N_0/16$. $B$ undergoes $2$ half-lives ($80/40$), leaving $N_B = N_0/2^2 = N_0/4$. The number of decayed nuclei for $B$ is $N_0 - N_0/4 = 3N_0/4 = 12N_0/16$. The ratio of decayed nuclei is $15:12$, which simplifies to $5:4$.
Uploaded by: Fani Warraich
Sign in to join the conversation and share your thoughts.
Log In to Comment