MATHEMATICS LECTURER PAST PAPER 08-08-2024 BY FPSC
Lecturer Mathematics Past Papers Click here
چار آپشن میں سے کسی ایک پر کلک کرنے سے جواب سرخ ہو جائے گا۔
منصوبوں پر عملدرآمد اور تقسیم کس کا حصہ ہے؟
- Planning
- Commanding
- Organizing
- Coordinating
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Explanation
Commanding involves directing and ensuring the execution of plans.
It focuses on guiding and supervising tasks to achieve objectives.
دنیا کا عجوبہ ’تاج محل‘ بھارتی ریاست کس علاقے میں واقع ہے؟
- Himachal Pradesh
- Uttar Pradesh
- Madhya Pradesh
- None of these
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Explanation
Taj Mahal |
Construction started | 1632 |
Construction completed | 1647 |
Built by | Mughal Emperor Shah Jehan |
Built in the memory of | Mumtaz Mahal |
Height | 73 M |
Taj Mahal | Most visited monument of India as of July 2022 |
Architecture | Ustad Ahmed Lahori |
Note: Taj Mahal is located in Agra, Uttar Pradesh India.
قدرتی اعداد کے تناظر میں کم سے کم فنکشن کو عام طور پر کس طرح دکھایا جاتا ہے؟
- ≤
- ≥
- <
- =
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Explanation
In the context of natural numbers, the "less than" function is represented by the symbol <
This symbol indicates that one number is smaller than another.
The other symbols represent different relationships:
- ≤ (less than or equal to),
- ≥ (greater than or equal to)
- = (equal to)
مندرجہ ذیل میں سے کون سا موثر مواصلات کا عنصر نہیں ہے؟
- Clarity
- Authenticity
- Complexity
- Conciseness
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Explanation
Effective communication relies on factors such as clarity, authenticity, and conciseness
Complexity, on the other hand, often hinders effective communication
Because it can make the message more difficult to understand and follow
- Equal intervals
- Data interpolation
- Numerical integration
- Unequal intervals
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Explanation
In Newton's divided difference interpolation method, the independent variables are at unequal intervals.
Thus, in this method, the variation in function f(x) and the variation in x are considered
- see the answer and full question in detail
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Explanation


- Order = 1, Degree = 1
- Order = 2, Degree = 1
- Order = 2, Degree = 2
- Order = 1, Degree = 2
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Explanation

- d 2 y d x 2 and d y d x ,
- dy /dx =x+f
- y=xdy /dx +f
- dy /dx =x dy /dx+f
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Explanation
The equation of the type can be identified by comparing it to the differential equation form:
In this form, the equation involves both the second derivative and the first derivative with coefficients and respectively.
Therefore, among the options provided, the equation that fits this type is:
This equation indicates a relationship where y is expressed as a combination involving both and , with coefficients and respectively.
- f(g(x)) is sin ( 𝑥 2 )
- sin(x)⋅x 2
- sin(g(x))
- sin(x)
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Explanation

- R−{−2,2}
- R−{−2,2}
- −2<x<2
- −2≤x≤2
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Explanation
