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UGC-NET-Paper1

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A sum of Rs. 1.0 Lakh is invested for 1 year at an interest rate of 10% per annum compounded half-yearly. The compound interest is

1. Rs. 6150
2. Rs. 10250
3. Rs. 10500
4. Rs. 11000

1.0 рд▓рд╛рдЦ рд░реБрдкрдпреЗ рдХреА рд░рд╛рд╢рд┐ 1 рд╡рд░реНрд╖ рдХреЗ рд▓рд┐рдП 10% рдкреНрд░рддрд┐ рд╡рд░реНрд╖ рдХреА рджрд░ рд╕реЗ рдЕрд░реНрдзрд╡рд╛рд░реНрд╖рд┐рдХ рдЪрдХреНрд░рд╡реГрджреНрдзрд┐ рдмреНрдпрд╛рдЬ рдкрд░ рдирд┐рд╡реЗрд╢ рдХреА рдЬрд╛рддреА рд╣реИред рдЪрдХреНрд░рд╡реГрджреНрдзрд┐ рдмреНрдпрд╛рдЬ рд╣реИ

1. 6150 рд░реБрдкрдпреЗ
2. 10250 рд░реБрдкрдпреЗ
3. 10500 рд░реБрдкрдпреЗ
4. 11000 рд░реБрдкрдпреЗ
This Question came in
UGC-NET-HomeSci-08-January-2025-Shift-2-Q39
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Detailed Explanation & Answer
Given:
P = 1,00,000, Rate = 10% per annum, Time = 1 year, Compounded half-yearly

Rate per half-year = 10% ├╖ 2 = 5% = 0.05
Number of half-years = 1 ├Ч 2 = 2

Using formula:
A = P ├Ч (1 + r)^n
A = 1,00,000 ├Ч (1.05)^2
A = 1,00,000 ├Ч 1.1025
A = 1,10,250

Compound Interest = A - P
= 1,10,250 - 1,00,000
= **Rs. 10,250**

Answer: **(2) Rs. 10,250**
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