CBSE Class 12 Applied Mathematics Previous Year Question Paper 2022 Set-4
This is the CBSE Class 12 Applied Mathematics Board Question Paper for the 2022 Term-II examination, Set-4. The paper is divided into three compulsory sections: Section A, Section B, and Section C. Section A contains 6 short-answer type-I questions, each worth 2 marks. Section B includes 4 short-answer type-II questions, each carrying 3 marks. Section C comprises 4 long-answer type questions, with each question valued at 4 marks. Some questions offer internal choices. The paper has a total of 14 questions and is designed to be completed within 2 hours, with a maximum mark of 40. Solving this previous year question paper will help students understand the exam pattern, question types, and marking scheme, thereby enhancing their preparation and performance in the board exams.
Quick info
| Board | CBSE |
|---|---|
| Class | 12 |
| Subject | Applied Mathematics |
| Session | 2022 |
| Language | Hindi |
| Type | Previous Year Question Paper |
| Exam type | Board Exam |
Paper pattern
The question paper consists of three compulsory sections: Section A (6 questions, 2 marks each), Section B (4 questions, 3 marks each), and Section C (4 questions, 4 marks each), for a total of 40 marks in 2 hours.
Topics covered
Paper topics
- Calculus
- Integral Calculus
- Differential Equations
- Financial Mathematics
- Perpetuity
- Present Value
- Compound Interest
Important topics
- Integral Calculus
- Differential Equations
- Financial Mathematics
- Perpetuity
- Present Value
PDF preview
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Question paper text
SET-4
Series %BAB%
प्रश्न-पत्र कोड Q.P. Code 465
रोल नं. परीक्षार्थी प्रश्न-पत्र कोड को उत्तर-पुस्तिका के
Roll No. मुख-पृष्ठ पर अवश्य लिखें
Candidates must write the Q.P. Code on
the title page of the answer-book.
कृपया जाँच कर ले कि इस प्रश्न-पत्र में मुद्रित पृष्ठ 11 है ।
- प्रश्न-पत्र में दाहिने हाथ की ओर दिए गए प्रश्न-पत्र कोड को परीक्षार्थी उत्तर-पुस्तिका के मुख-पृष्ठ पर लिखें ।
कृपया जाँच कर लें कि इस प्रश्न-पत्र में 14 प्रश्न हैं।
- कृपया प्रश्न का उत्तर लिखना शुरू करने से पहले, उत्तर-पुस्तिका में प्रश्न का क्रमांक अवश्य लिखें।
इस प्रश्न-पत्र को पढ़ने के लिए 15 मिनट का समय दिया गया है। प्रश्न-पत्र का वितरण पूर्वाह्न में 10.15 बजे किया जाएगा । 10.15 बजे से 10.30 बजे तक छात्र केवल प्रश्न-पत्र को पहेंगे और इस अवधि के दौरान वे उत्तर-पुस्तिका पर कोई उत्तर नहीं लिखेंगे।
- Please check that this question paper contains 11 printed pages.
- Q.P. Code given on the right hand side of the question paper should be written on the title page of the answer-book by the candidate.
Please check that this question paper contains 14 questions.
Please write down the serial number of the question in the answer-book before attempting it.
15 minute time has been allotted to read this question paper. The question paper will be distributed at 10.15 a.m. From 10.15 a.m. to 10.30 a.m., the students will read the question paper only and will not write any answer on the answer-book during this period.
$$\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\
व्यवहारिक गणित
APPLIED MATHEMATICS
निर्धारित समय : 2 घण्टे
Time allowed: 2 hours
अधिकतम अंक : 40
Maximum Marks: 40
P.T.O. 465 Page 1
सामान्य निर्देश:
निम्नलिखित निर्देशों को बहुत सावधानी से पढ़िए और उनका सख़्ती से पालन कीजिए:
- इस प्रश्न-पत्र के तीन खण्ड है – खण्ड क, ख तथा ग हैं ।
- प्रत्येक खण्ड अनिवार्य है ।
- खण्ड – क में 6 लघु-उत्तर–I प्रकार के प्रश्न हैं जिनमें प्रत्येक के 2 अंक हैं।
- खण्ड – ख में 4 लघु-उत्तर–II प्रकार के प्रश्न हैं जिनमें प्रत्येक के 3 अंक हैं।
- खण्ड – ग में 4 दीर्घ-उत्तरीय प्रश्न हैं जिनमें प्रत्येक के 4 अंक हैं।
- ुकुछ प्रश्नों के आंतरिक विकल्प दिया गया है।
खण्ड क
प्रश्न संख्या 1 से 6 तक प्रत्येक प्रश्न के 2 अंक हैं।
- (क) मान ज्ञात कीजिए:
2 <math display="block">\int_{0}^{1} \frac{xe^{x}}{(x+1)^{2}} dx</math>
अथवा
- (ख) निम्न अवकल समीकरण को हल कीजिए:
2 <math>\frac{dy}{dx} = e^{x+y} + x^2 e^y</math>
2. ₹ 18,000 के अनंत-काल (perpetuity), जो 6 माह बाद देय है, का वर्तमान मान ज्ञात कीजिए जबकि धनराशि, 8% वार्षिक चक्रवृद्धि ब्याज अर्जित करती है जबकि ब्याज अर्धवार्षिक संचित होता है। 2 465
P.T.O.
Page 2
Frequently asked questions
What is this document?
This is a CBSE Class 12 Applied Mathematics Previous Year Question Paper from the 2022 Term-II examination, Set-4.
What is the structure of the Applied Mathematics paper?
The paper has three sections (A, B, C) with a total of 14 questions. Section A has 6 short-answer questions (2 marks each), Section B has 4 short-answer questions (3 marks each), and Section C has 4 long-answer questions (4 marks each).
What is the total marks and time duration for this paper?
The paper is for a maximum of 40 marks and the allowed time is 2 hours.
How can solving this previous year paper help students?
Solving this previous year question paper helps students understand the exam pattern, question difficulty, and time management, which is crucial for scoring well in the board exams.
Are there any internal choices in the questions?
Yes, the paper mentions that some questions have internal choices, allowing students to attempt alternative questions.
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