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 Home English Class 8 Maths Chapter Compound Interest How much would a sum of Rs 160... How much would a sum of Rs 16000 amount to is 2 years time at 10% per annum compound interest, interest being payable half-yearly?Updated On: 17-04-2022 Get Answer to any question, just click a photo and upload the photo and get the answer completely free, UPLOAD PHOTO AND GET THE ANSWER NOW! Click here to get PDF DOWNLOAD for all questions and answers of this chapter - RD SHARMA Class 8 COMPOUND INTEREST Click here to get PDF DOWNLOAD for all questions and answers of this Book - RD SHARMA Class 8 MATHS Answer Step by step solution by experts to help you in doubt clearance & scoring excellent marks in exams. Related Videos1536518 9.7 K+ 9.9 K+ 2:51 How much would a sum of Rs 16000 amount to is 2 years time at 10% per annum compound interest, interest being payable half-yearly? 1536494 4.1 K+ 8.7 K+ 3:17 Find the compound interest on Rs 8000 for years at 10% per annum, interest being payable half-yearly. 1528467 4.4 K+ 5.0 K+ 7:14 Find the compound interest on Rs 8000 for `1 (1/2)` years at `10%` per annum interest being payable half - yearly. 647801756 700+ 3.9 K+ 4:57 The compound interest (in Rs) on a sum of Rs 12,000 at 10% per annum for 1.5 years, interest compounded half-yearly, is: 642590104 5.3 K+ 8.5 K+ 2:56 Find the compound interest on Rs 8000 for `1 1/2` years at 10% per annum, interest being payable half-yearly. 648668537 1.8 K+ 3.2 K+ 3:00 The compound interest on Rs. 6000 for `1 1/2` years at `10%` per annum, the interest being paid half yearly, will be- Show More Very Important Questionsआपके पास में स्थित स्वास्थ्य केंद्र में टीकाकरण के कौन-से कार्यक्रम उपलब्ध हैं? आपके क्षेत्र में कौन कौन सी स्वास्थ्य संबंधी मुख्य समस्या है? पिछले एक वर्ष में आप कितनी बार बीमार हुए? बीमारी क्या थीं? (a) इन बीमारियों को हटाने के लिए आप अपनी दिनचर्या में क्या परिवर्तन करेंगे? (b) इन बीमारियों से बचने के लिए आप अपने पास-पड़ोस में क्या परिवर्तन करना चाहेंगे?डॉक्टर/नर्स/स्वास्थ्य कर्मचारी अन्य व्यक्तियों की अपेक्षा रोगियों के संपर्क में अधिक रहते हैं। पता करो कि वे अपने-आपको बीमार होने से कैसे बनाते हैं? अपने पास-पड़ोस में एक सर्वेक्षण कीजिए तथा पता लगाइए कि सामान्यतः कौन-सी तीन बीमारियाँ होती हैं? इन बीमारियों को फैलने से रोकने के लिए अपने स्थानीय प्रशासन को तीन सुझाव दीजिए। एक बच्चा अपनी बीमारी के विषय में नहीं बता पा रहा है। हम कैसे पता करेंगे कि (i) बच्चा बीमार है? (ii) उसे कौन-सी बीमारी है? निम्नलिखित किन परिस्थितियों में कोई व्यक्ति पुन: बीमार हो सकता है? क्यों? (a) जब वह मलेरिया से ठीक हो रहा है। (b) वह मलेरिया से ठीक हो चुका है और वह चेचक के रोगी की सेवा कर रहा है। (c) मलेरिया से ठीक होने के बाद चार दिन उपवास करता है और चेचक के रोगी की सेवा कर रहा है?FAQs on Compound InterestWhat is compound interest What is amount when compounded annually. What is amount when compounded half-yearly What is amount when compounded quarterly. what is amount when compounded annually but time in fraction. What is amount when rate are different for different years. Present worth of a money when it is n years due Difference between compound interest and simple interest over two years Miscellaneous अधिक देखने के लिए क्लिक करें स्रोत : www.doubtnut.com Two brothers A and B invest Rs 16000 each in buying class 10 maths CBSETwo brothers A and B invest Rs 16000 each in buying shares of two companies A buys 3 hundredrupee shares at 80 and B buys tenrupee shares at par If they both receive equal dividend at the end of the year Two brothers A and B invest Rs. 16,000 each in buying shares of two companies. A buys 3% hundred-rupee shares at 80 and B buys ten-rupee shares at par. If they both receive equal dividend at the end of the year, find the rate percent of the dividend received by B.Answer Verified 163.5k+ views Hint: We find the amount stocks bought by A asn A = I A M V A nA=IAMVA where I A IA is the investment of A and M V A MVA is the market value for A. We find total nominal values TN V A = n A ×N V A =n×100 TNVA=nA×NVA=n×100 and the dividend amount D A = D% 100 ×TN V A DA=D%100×TNVA . We then find the number of stocks bought by B as n B = I B M V B nB=IBMVB and total nominal value TN V B = n b ×N V b = n b ×100 TNVB=nb×NVb=nb×100 . We find rate of dividend for B as % D B = D B TN V B ×100 %DB=DBTNVB×100 using given D A = D B DA=DB . Complete step-by-step answer:We know that the amount of money that is used to run a company is called stock capital and the stock capital is divided into small units called stocks or share. The company issues a share certificate where the value of share is written called nominal value (NV) of face value. Then the shares are sold in the open market at stock exchanges at the market value (MV). If the market value and the nominal value are the same it is called at par. The profit annually distributed among shareholders is called dividend (D) in percentage of total nominal value of purchased shares. Let us consider the investment of brother A. He buys hundred-rupee shares at M V A =80 MVA=80 rupees from the market spending I A =16000 IA=16000 rupees. So the number of stocks he has bought is n A = I A M V A = 16000 80 =200 nA=IAMVA=1600080=200 . The nominal value of each share is N V A =100 NVA=100 rupees then the nominal value of 200 shares is TN V A = n A ×N V A =200×100=20000 TNVA=nA×NVA=200×100=20000 rupees. His profit percentage is 3% dividend. So his profit in amount 3% of total nominal value that is D A = 3 100 ×20000=600 DA=3100×20000=600 rupees. Let us consider brother B. He buys ten rupees shares at par which means the nominal value and market value of the share is same and is equal to 10 rupees (M V B =N V B =10) (MVB=NVB=10) . He also has spent I B =16000 IB=16000 rupees to buy stocks. So the number of sticks B has purchased is n b = I B M V B = 16000 10 =1600 nb=IBMVB=1600010=1600 .The total nominal value of all 1600 shares bought by brother B is 1600×10=16000=TN V B 1600×10=16000=TNVB rupees. We are given the question that he and A both earn the same amount of dividend which is D B = D A =600 DB=DA=600 rupees as obtained before. So the rate of dividend is D B TM V B ×100= 600 16000 ×100=3.75% DBTMVB×100=60016000×100=3.75% Read More Prepare better for CBSE Class 10 Try Vedantu PRO for free LIVE classes with top teachers In-class doubt-solving Practice tests and quizzes Latest Vedantu courses for you Grade 10 | CBSE | SCHOOL | English Class 10 CBSE 2022-23Academic year 2022-23 ENGLISH Unlimited access till final school exam School Full course for CBSE students 500+ chapter specific short courses Physics Chemistry Biology Maths English Social Studies ₹5,000 per year Select and buy Trending doubts Find the curved surface area and volume of a cylinder class 10 maths CBSE If the letters of the word MOTHER are written in all class 10 maths CBSE Find the HCF of number 196 and 38220 class 10 maths CBSE State true or false Every rational number is a whole class 10 maths CBSE How do you split the middle term in quadratic equa class 10 maths CBSE Use Euclids division algorithm to find the HCF of -class-10-maths-CBSE अधिक देखने के लिए क्लिक करें स्रोत : www.vedantu.com [Solved] Seema invested an amount of Rs 16000/Given: Seema invested an amount of Rs 16000/- for two years at compound interest and received an amount of Rs 17640/- on maturity. Formula used: Amount = Pri Home Quantitative Aptitude Interest Compound Interest QuestionDownload Solution PDF Seema invested an amount of Rs 16000/- for two years at compound interest and received an amount of Rs 17640/- on maturity. What is the rate of interest ? This question was previously asked in ACC 122 GMAT Paper (Held in Feb 2020) Download PDF Attempt Online View all ACC Exam Papers > 8% 5% 4% 3% Answer (Detailed Solution Below)Option 2 : 5% View all Free tests > FREE ACC 124 GMAT Paper (Held in Feb 2021) 3014 150 Questions 300 Marks 180 Mins Start Now Detailed SolutionDownload Solution PDF Given:Seema invested an amount of Rs 16000/- for two years at compound interest and received an amount of Rs 17640/- on maturity. Formula used: Amount = Principal(1 + R/100)T R = rate, T = time Calculation: According to the question, Amount = Principal(1 + R/100)T ⇒ 17640 = 16000(1 + R/100)2 ⇒ 17640/16000 = (1 + R/100)2 ⇒ 1 + R/100 = √(1764/1600) ⇒ 1 + R/100 = 42/40 ⇒ R/100 = (42/40) – 1 ⇒ R = (2/40)× 100 ⇒ R = 5% ∴ The rate of interest is 5%.Download Solution PDF Share on Whatsapp Stay updated with the Quantitative Aptitude questions & answers with Testbook. Know more about Interest and ace the concept of Compound Interest. India’s #1 Learning Platform Start Complete Exam Preparation Daily Live MasterClasses Practice Question Bank Mock Tests & Quizzes Get Started for Free Download App Trusted by 2,77,82,625+ Students ‹‹ Previous Ques Next Ques ›› More Compound Interest QuestionsQ1. In how many years will a sum of Rs 800 at 10% per annum compounded semi-annually become Rs 926.10?Q2. Rs. 56000 is invested at the rate of 5% for 1st year, at 10% for 2nd year and at 15% for the 3rd year. Find the total compound interest earned in these 3 years.Q3. A sum becomes double in 4 years at compound interest, in how many years the sum becomes 8 times of itself.Q4. Find the sum if the compound interest for 3 years at the rate of 5% per annum is Rs. 1261Q5. Find the sum if the amount after 2 years is Rs. 1,94,481 at the rate of 10% per annum compounded half yearly.Q6. Find the sum invested in compound interest if the amount at the end of two years and three years are Rs. 14,520 and Rs. 15,972 respectively.Q7. The compound interest on a sum of money at 5% per annum for a period of 2 years is ₹ 6560. What will be the simple interest on the same sum for the same period at the same rate?Q8. A sum becomes 27 times in 3 years, compounded annually at a certain rate of interest. Calculate annual interest rate.Q9. How many more rupees will a person get as interest if she deposits Rs. 10000 for a year at 30% interest per annum compounded every four months compared to if it was compounded half-yearly?Q10. The compound interest on a certain sum of money at a certain rate of interest per annum for the third and fourth years is Rs.576 and Rs.691.20 respectively. So the annual interest rate will be:More Interest QuestionsQ1. In how many years will a sum of Rs 800 at 10% per annum compounded semi-annually become Rs 926.10?Q2. If a sum becomes double in 16 years at simple interest, how many times will it be in 8 years?Q3. A sum of Rs. 18600 is given at 15% per annum at simple interest, if interest is added to sum after 2 years then find the total interest after 4 years.Q4. Rs. 56000 is invested at the rate of 5% for 1st year, at 10% for 2nd year and at 15% for the 3rd year. Find the total compound interest earned in these 3 years.Q5. A invests a sum of money in simple interest at a certain rate for 6 years and B invests the same sum of money for same time but at 2% higher rate. If the difference between the simple interests for 6 years is 360 then find the sum of money invested.Q6. A sum becomes double in 4 years at compound interest, in how many years the sum becomes 8 times of itself.Q7. Find the sum if the compound interest for 3 years at the rate of 5% per annum is Rs. 1261Q8. Aman lends a sum of money to Aman at the rate of 3% for the first 2 years, 5% for the next 3 years and 7% for next 1 year. If the total simple interest for the 6 years is Rs.840, then find the sum of money.Q9. Find the sum if the amount after 2 years is Rs. 1,94,481 at the rate of 10% per annum compounded half yearly.Q10. Find the sum invested in compound interest if the amount at the end of two years and three years are Rs. 14,520 and Rs. 15,972 respectively.अधिक देखने के लिए क्लिक करें स्रोत : testbook.com |
Dabali invests a sum of rs 16000 on a share. in first two years he got successive increment
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