SEE | Compulsory Mathematics Model Question | Set 3 | Of 2080-2024

see compulsory mathematics model question set3 of 2080-2024
DR Gurung
SEE Compulsory Mathematics Model Question Set 3 Of 2080-2024
Today, we're providing you the SEE Compulsory Mathematics Model Question Set 3 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 3 of 2080-2024 RE-1031 in pdf format which is 425 kb in size. Enjoy!

SEE Compulsory Mathematics Model Question Set 3 of 2080-2024.

SECONDARY EDUCATION EXAMINATION [SEE]
Compulsory Mathematics (SET 3)
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 survey conducted among 120 students studying in class 10 of a secondary school, it was found that 60 students liked cricket game, 55 students liked basketball game and 20 students did not like any of two games.

a) If C and B denote the sets of students who liked cricket and basketball game respectively, write the cardinality of (̅ ̅̅ ̅̅̅ ̅). [1]

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

c) Find the number of students who liked cricket only. [3]

d) Compare the number of students who liked both cricket and basket ball and who liked except these two games. [1]

2. Bijaya borrowed Rs. 60,000 from Ramesh for 2 years at the rate of 10% p.a. simple interest. At the same rate he invested the same sum for the same time at the compound interest compounded annually.

a) Define compound interest. [1]

b) Find the compound interest received by Bijaya after 2 years. [2]

c) What is the remaining amount with Bijaya after paying Principal and compound interest to Ramesh? Find it. [2]

3. A photocopy machine is purchased for Rs. 80,000. After using for 2 years, only Rs. 30,000 is earned. The price of machine depreciates annually at the rate of 20% and the machine is sold after 2 years.

a) The initial price of machine is Rs. VO, annual rate of compound depreciation is R% and the price of machine after T years is Rs. VT, express VT in terms of VO, R% and T.[1]

b) Find the selling price of the machine after 2 years. [1]

c) Find the total profit or loss in percentage on selling the machine. [2]

4. A business man exchanged some Australian dollars with NRs. 3,56,000 at the exchange rate of Australian dollar 1=NRs. 80. After 5 days, Nepali currency was revaluated by 2% in comparison to Australian dollar and on that day he exchanged the dollars into Nepali currency again.

a) How many Australian dollars did he exchange with NRS 3,56,000? Find it. [1]

b) How much Nepali rupees did the business man receive when he exchanged Australian dollar after revaluation in Nepali currency? Find it. [2]

c) Calculate his gain or loss amount. [1]

5. The base area of a square based pyramid is 64 sq.cm. and its height is 3cm.

a) Write the formula to find the area of the triangular surfaces of a square based pyramid. [1]

b) Find the length of side of the base of the pyramid. [1]

c) Find the total surface area of the pyramid. [2]

....

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SEE Compulsory Mathematics Model Question Set 3 of 2080-2024.

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DR Gurung
A Learner (अज्ञान जस्तो ठूलो शत्रु अरु केही छैन।) ����
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