Dear Readers,
Mahendras has started special quizzes for Quantitative Aptitude Quiz For IBPS | RBI | SBI | NABARD | LIC so that you can practice more and more to crack the examination. This IBPS | RBI | SBI | NABARD | LIC Exam special quiz series will mould your preparations in the right direction, and the regular practice of these quizzes will be really very helpful in scoring good marks in the Examination. Here we are providing you with the important question of Quantitative Aptitude for the IBPS | RBI | SBI | NABARD | LIC.
(1) A perfume production company prepares perfume by mixing it with water. The new mixture of 340 litres contains perfume and water in the ratio 27 : 7. Later, the company decides to further liquify the mixture to form a new mixture containing perfume and water in the ratio 3 : 1. How much water must they have to add in the previous mixture?
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)
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)
एक इत्र उत्पादन कंपनी, पानी के साथ मिलाकर एक तरल इत्र तैयार करती है। 340 लीटर नए मिश्रण में इत्र और पानी का अनुपात 27: 7 है। बाद में, कंपनी मिश्रण को और द्रवीकृत करने का फैसला करती है और जिससे कि नये मिश्रण में इत्र और पानी का अनुपात 3 : 1 हो जाय। इसके लिये उसे पहले मिश्रण में कितना पानी डालना चाहिए?
(1) 20 litre
(2) 15 litre
(3) 10 litre
(4) 24 litre
(5) 30 litre
(2) There are two groups of workers and officers in a company. The ratio of workers and officers is 3 : 2. If 20% of the workers and 25% of the officers have their own house, then what percentage of people in the company do not have a house?
एक कंपनी में, कर्मचारियों और अधिकारियों के दो समूह हैं। कर्मचारियों और अधिकारियों का अनुपात 3 : 2 है। यदि 20% कर्मचारियों और 25% अधिकारियों के पास अपना घर है, तो कंपनी में कितने प्रतिशत लोगों के पास घर नहीं है?
(1) 52%
(2) 38%
(3) 22%
(4) 65%
(5) 78%
(3) Maria invested a sum of money at three places P, Q and R. At R, she invested 1/3 of the money that she invested at P and at Q, she invested twice the money that she invested at R. What amount of money did she invest at Q if the total sum is Rs. 330000.
मारिया ने एक धनराशि तीन स्थानों P, Q और R पर निवेश किया है। R पर उसने P पर निवेश की गयी राशि का 1/3 निवेश किया है, और Q पर उसने R पर निवेश की गयी धनराशि का दोगुना निवेश किया है। Q पर उसने कितनी राशि का निवेश किया यदि कुल राशि 330000 रूपये है।
(1) Rs. 750000
(2) Rs. 110000
(3) Rs. 870000
(4) Rs. 550000
(5) Rs. 900000
(4) A, B and C take a contract to do a piece of work. A can do it alone in 10 days. B can do it in 20 days and C can do it in 40 days. They work alternately. On the 1st day, A will do it alone, on the 2nd day, B will do it and on the 3rd day, C will do it alone and so on till the work is completed. Find the time in which work will be completed.
A, B और C एक कार्य करने का ठेका लेते हैं। A इसे 10 दिनों में कर सकता है। B इसे 20 दिनों में कर सकता है और C इसे 40 दिनों में कर सकता है। वे बारी-बारी से कार्य करते हैं। कार्य पूरा होने तक, पहले दिन, A इसे अकेले करता है, दूसरे दिन पर, B इसे अकेले करता है और तीसरे दिन, C इसे अकेले करता है और इसी प्रकार वे आगे भी करते हैं जब तक कि कार्य पूरा न हो जाय। कार्य को पूरा करने में लिया गया समय ज्ञात कीजिये।
(1) 12 days
(2) 13.5 days
(3) 14 days
(4) 16.5 days
(5) 15 days
(5) Ranjeet purchased a bike costing Rs. 51,250 under finance with a down payment (which has to be paid at the beginning) of Rs. 10,000. From the next month onwards, he has to pay Rs. 1,300 every month up to 36 months to clear the remaining payment. What is the rate of interest under simple interest?
रंजीत ने 51,250 रू. की एक बाइक, फाइनेंस पर 10,000 रू. का डाउनपेमेंट (शुरूआत में किया जाने वाला भुगतान) करके खरीदी। शेष भुगतान को निपटाने के लिये, अगले महीने से, उसे 36 माह तक 1300 रूपये प्रति माह का भुगतान करना है। साधारण ब्याज के तहत ब्याज की दर क्या है?
(1) 12.5%
(2) 10%
(3) 15%
(4) 20%
(5) None of these
Q-(6-10) Study the following line graph carefully and answer the questions asked.
Number of Recruitments in various departments of two new Companies in 2014
निम्नलिखित लाइन ग्राफ का ध्यानपूर्वक अध्ययन कीजिये और पूछे गए प्रश्नों के उत्तर दीजिये।
2014 में दो नई कंपनियों के विभिन्न विभागों में भर्तियों की संख्या
(6) The number of recruitments in quality and designing both in Company B in 2015 is increased by 25% and 35% respectively to that of 2014. What is the approximate percentage of recruitments in both these departments together of total number of recruitments in the year 2015 in Company B? (Assume that there are no further changes.)
2014 की तुलना में 2015 में कंपनी B में गुणवत्ता और डिजाइनिंग दोनों में भर्ती की संख्या में क्रमशः 25% और 35% की वृद्धि हुई है। कंपनी B में वर्ष 2015 में इन दोनों विभागों में कुल मिलाकर भर्ती होने वाली भर्तियों की संख्या कुल भर्ती का लगभग कितने प्रतिशत है?(यह मानकर कि इसके अलावा कोई बदलाव नहीं हैं।)
(1) 38
(2) 40
(3) 42
(4) 56
(5) 45
(7) Total number of persons recruited in management department in company A in 2014 is what percent of total persons recruited in management, sales and production department?
2014 में कंपनी A में प्रबंधन विभाग में भर्ती होने वाले लोगों की कुल संख्या प्रबंधन, बिक्री और उत्पादन विभाग में भर्ती होने वाले कुल व्यक्तियों का कितने प्रतिशत है?
(1) 29.56%
(2) 30.56%
(3) 31.23%
(4) 32.25%
(5) None of these
(8) What percent of persons were recruited in sales department of Company B in 2014 out of the total number of persons recruited in sales, designing, production and management department in Company B in 2014?
कंपनी B में 2014 में बिक्री, डिजाइनिंग, उत्पादन और प्रबंधन विभाग में भर्ती कुल व्यक्तियों में से 2014 में कंपनी B की बिक्री विभाग में कितने व्यक्तियों की भर्ती हुई थी?
(1) 17.45%
(2) 18.42%
(3) 20.25%
(4) 21.85%
(5) None of these
(9) What is the respective ratio of the total number of recruits in designing in both the companies to the total number of recruits in sales in both the companies in 2014?
दोनों कंपनियों में 2014 में दोनों कंपनियों में डिजाइनिंग में भर्ती होने वाले लोगों की संख्या तथा दोनों कंपनियों में बिक्री में भर्ती होने वाले लोगों की कुल संख्या का संबंधित अनुपात क्या है?
(1) 2 : 3
(2) 3 : 4
(3) 4 : 3
(4) 7 : 4
(5) None of these
(10) Total number of recruits in the management, sales and quality department of both companies is what percent of the total recruits in quality department of both companies in 2014?
दोनों कंपनियों के प्रबंधन, बिक्री और गुणवत्ता विभाग में भर्ती होने वाले लोगों की कुल संख्या 2014 में दोनों कंपनियों के गुणवत्ता विभाग में भर्ती होने वाले लोगों की कुल संख्या का कितने प्रतिशत है?
(1) 238.5%
(2) 235.5%
(3) 239.5%
(4) 240.5%
(5) None of these
Answer Key-
Q-(1) Sol-(1)
Q-(2) Sol-(5)
Q-(3) Sol-(2)
Q-(4) Sol-(4)
Q-(5) Sol-(2)
Q-(6) Sol-(5)
Q-(7) Sol-(2)
Q-(8) Sol-(2)
Q-(9) Sol-(2)
Q-(10) Sol-(2)
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MAHENDRA GURU