Secondary Education Examination · Class 10
SEE 2082 Mathematics question paper, Koshi Province
SEE 2082 Mathematics (Koshi Province, RE-1031'KoP') has 17 questions worth 75 marks, with 3 hours to answer them. It has 1 of 2 marks, 9 of 4 marks, 5 of 5 marks and 2 of 6 marks.
The SEE examination is conducted by the National Examinations Board (NEB), Nepal. This paper was typed up from the original and checked by the GyanMul team.
Every question is given in Nepali and English, as the paper prints it.
- 17 questions
- 75 marks
- 3 hours
- Code RE-1031'KoP'
Questions
Question 16 marks
Among the 450 students present at the program, 144 students were found to like mathematics subject only, 216 students were found to like science subject only but 63 students were found who did not like any of these two subjects. (a) If the total number present is denoted by 'U', write the cardinal number of U. (1) (b) Represent the information given in a Venn diagram. (1) (c) Find the number of students who like the subject mathematics. (3) (d) By what percentage is the number of students who like both subjects fewer than the number who like neither? (1)
एउटा कार्यक्रममा उपस्थित 450 जना विद्यार्थीहरूमध्ये 144 जना विद्यार्थीहरूले गणित विषय मात्र, 216 जना विद्यार्थीहरूले विज्ञान विषय मात्र मन पराउने पाइयो तर 63 जना विद्यार्थीहरूले कुनै पनि विषय मन नपराउने पाइयो । (क) यदि जम्मा उपस्थित सङ्ख्यालाई 'U' ले जनाइन्छ भने U को गणनात्मकता सङ्ख्या लेख्नुहोस् । (1) (ख) दिइएको जानकारीलाई भेन चित्रमा प्रस्तुत गर्नुहोस् । (1) (ग) गणित विषय मन पराउने विद्यार्थीहरूको सङ्ख्या पत्ता लगाउनुहोस् । (3) (घ) दुवै विषय मन पराउने विद्यार्थी सङ्ख्या कुनै पनि विषय मन नपराउने विद्यार्थी सङ्ख्याभन्दा कति प्रतिशतले कम छन् ? (1)
Question 25 marks
Kumar deposited Rs. 5,50,000 in a commercial bank at the rate of 10% p.a. compound interest compounded yearly for 2 years. After 1 year the bank changed its policy to pay the interest compound semi-annually at the same rate. (a) What is compound interest? Write it. (1) (b) Find the amount collected in Kumar's account at the end of 2 years. (2) (c) Compare the interest of the first year with that of the second. (2)
कुमारले वार्षिक 10% चक्रीय ब्याज पाउने हिसावले 2 वर्षका लागि एउटा वाणिज्य बैङ्कमा रु. 5,50,000 जम्मा गरे । एक वर्षपछि बैङ्कले नीति परिवर्तन गरी सोही व्याजदरमा अर्धवार्षिक चक्रीय ब्याज दिने निर्णय गर्यो । (क) चक्रीय ब्याज भनेको के हो, लेख्नुहोस् । (1) (ख) 2 वर्षको अन्त्यमा कुमारको खातामा जम्मा भएको रकम पत्ता लगाउनुहोस् । (2) (ग) पहिलो वर्ष र दोस्रो वर्षको ब्याज तुलना गर्नुहोस् । (2)
Source: prep.gyanmul.com/see/past-papers/mathematics/2082/koshi · GyanMul Prep