SEE | Compulsory Mathematics Model Question | Set 2 | Of 2080-2024

see compulsory mathematics model question set2 of 2080-2024
DR Gurung
SEE Compulsory Mathematics Model Question Set 2 Of 2080-2024
Today, we're providing you the SEE Compulsory Mathematics Model Question Set 2 of 2080-2024. Grade 10, Secondary Education Examination (SEE) will be starting on Chaitra 07, 2081 (March 20, 2025) and ends on Chaitra 19, 2081 (April 01, 2025). We hope the SEE Model Questions for Compulsory Mathematics will definitely help you in your upcoming Exam. Good Luck!

Scroll down to Download SEE Compulsory Mathematics Model Question Set 2 of 2080-2024 RE-1031 in pdf format which is 441 kb in size. Enjoy!

SEE Compulsory Mathematics Model Question Set 2 of 2080-2024.

SECONDARY EDUCATION EXAMINATION [SEE]
Compulsory Mathematics (SET 2)
Grade 10-Class 10
SEE – 2080 (2024)
RE-1031
Full Marks – 75
Time - 3 hrs

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Candidates are required to answer the questions in their own words as far as practicable. Figures in the margin indicate the full marks.

Attempt all the questions.

Group 'A' [10x1=10]

1. In a survey of 200 people, 120 like to play football, 85 like to play volleyball and 30 like to play none of these two games.

a) If F and V denote the sets of people who like to play football and volleyball respectively then write the cardinality of n( ̅̅̅̅̅̅̅).[1]

b) Present the above information in a Venn-diagram. [1]

c) How many people like to play volleyball only? Find it. [3]

d) Compare the number of people who like to play both the games and the number of people who don't like any of these two games. [1]

2. Rita is a student studying in class 10. Her mother deposited Rs.50,000 for 2 years in fixed deposit of a bank at compound interest compounded annually for her study expenses and the compound amount at the end of one year is Rs. 56,000.

a) For principal Rs. 'P', time T years and rate of interest R% per year , write the formula to find yearly compound amount 'CA'. [1]

b) Find the annual rate of compound interest offered by the bank. [2]

c) What will be the compound amount that Rita get at the end of 2 years? Find it. [2]

3. Rajiv has got Rs. 12,00,000. He purchased a motorcycle for Rs. 2,00,000 and a land for Rs. 10,00,000. The price of motorcycle has been depreciating at a compound rate of 10% for 2 years, while the price of land has been increasing at the compound rate of 12% .

a) Write the formula to calculate compound growth. [1]

b) What will be the price of land after 2 years? Find it. [1]

c) Will the total price of motorcycle and land after 2 years be Rs. 15,00,000 ? Write with calculation. [2]

4. A merchant exchanged Rs.7,06,062 with pound sterling (£) at the rate of pound sterling (£)1 = NRs. 168.11. After one week, Nepali rupees is devaluated by 2%.

a) What amount of pound sterling (£) does the merchant exchange with the Nepali rupees he had? Find it. [1]

b) What would be the new exchange rate after 2% devaluation of Nepali rupees? Find it. [2]

c) How much rupees will the merchant gain or lose when he exchanged Nepali rupees with the sterling pound at the time of devaluation? Find it. [1]

5. The ratio of slant height and a side of base of square based pyramid is 5:6 and its total surface area is 1536 sq.cm.

a) Write the relation among base area (A), height(h) and volume(v) of the pyramid. [1]

b) Compare the base area and the area of triangular surfaces. [2]

c) Find the volume of the pyramid. [2]

....

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DR Gurung
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