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●Good Morning● 9-4-21

◆Daily The Hindu Vocabulary◆

1. EXEMPT (VERB): (मुक्त करना): free from
Synonyms: exempted, spared
Antonyms: liable to
Example Sentence:These patients are exempt from all charges.


2. ELIGIBLE (ADJECTIVE): (योग्य): entitled
Synonyms: permitted, allowed
Antonyms: ineligible
Example Sentence:He was eligible for re-election after the lapse of a fortnight.


3. PRELIMINARY (ADJECTIVE): (प्रारंभिक): preparatory
Synonyms: introductory, initial
Antonyms: concluding
Example Sentence:Preliminary findings show that the drug could help patients with skin cancer.


4. TURN OUT (PHRASAL VERB): (बंद करना): switch off
Synonyms: turn off, put off
Antonyms: Turn on
Example Sentence:He turned out the light and groped his way through the doorway to the bed.


5. THWART (NOUN): (विफल करना): foil
Synonyms: frustrate, balk
Antonyms: assist
Example Sentence:The government had been able to thwart all attempts by opposition leaders.


6. HARDSHIP (NOUN): (कष्ट): privation
Synonyms: deprivation, destitution
Antonyms: prosperity
Example Sentence:He is facing intolerable levels of hardship.


7. COMBATANT (NOUN): (योद्धा): contender
Synonyms: antagonist, adversary
Antonyms: ally
Example Sentence:He is a long-time combatant for the control of Newcastle FC.


8. AUTHORITARIAN (ADJECTIVE): (सत्तावादी): autocratic
Synonyms: dictatorial totalitarian
Antonyms: democratic
Example Sentence:The transition from an authoritarian to a democratic regime.


9. INTENT (ADJECTIVE): (दृढ़): bent
Synonyms: set, determined
Antonyms: half-hearted
Example Sentence:The government was intent on achieving greater efficiency.


10. INCUR (VERB): (झेलना): suffer
Synonyms: sustain, experience
Antonyms: avoid
Example Sentence:I will pay any expenses incurred.

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🌼GA Questions Asked in RBI Office Attendant 2021🌼

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🍏Largest northeastern state: Arunachal Pradesh.

🍏Which of the following country is not included in the BRICS Organisation: Singapore.

🍏Ellore cave in which state: Maharashtra.

🍏Union Cabinet has approved the merger of capital-starved Lakshmi Vilas Bank (LVB) with DBS Bank India.

🍏The year 2019 marks 50 years of India’s Bank Nationalisation?

🍏 IPL 2021 how many teams: 8.

🍏Who compose Vande Mataram: Bankim Chandra Chatterjee.

🍏Mount Abou which state: Rajasthan.

🍏Union Bank HQ

🍏National Vaccination day: 16 March.

🍏Land of Rising Sun: Japan

🍏The Largest state of India according to area wise: Rajasthan.

🍏All England Open 2021 women winner: Nozomi Okuhara

🍏Rakhi Garhi in which state: Haryana.

🍏The Backside of the Note image

🍏 Dilwara Jain Mandir: Rajasthan

🍏How many states and union territory of India: 28 and 8.@practice_mind

🍏 India National Tree: Banyan tree (Ficus bengalensis)

🍏Lok Sabha MP age: 25 years.

🍏Finance minister of India: Nirmala Sitharaman

🍏MPC Full form: Monetary Policy Committee.

🍏Dutee Chand record break by?

🍏PIN full form: Personal Identification Number.

🍏 Tea producing State: Assam.

🍏National Housing Bank HQ: New Delhi.

🍏Highest Military Decoration: Param Vir Chakra.

🍏Where is Niagara Falls situated: Canada.

🍏Netaji Jayanti, also known as “Netaji Subhas Chandra Bose Jayanti” or officially “Parakram Divas”.

🍏National Science Day is celebrated in India on 28 February each year to mark the discovery of the Raman effect by Indian physicist : Sir C. V. Raman.

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DI SET DAY - 58

There are two cities A and B in a state. A bird flies from city A to city B in the morning for its food and comes back to city A in the evening on five different days of a week starting from Monday to Friday.

Note 1: Flight speed (without wind) of bird from city A to city B in the morning is different on all the five days while its flight speed (without wind) from city B to city A in the evening is also different on all the five days.

2: Direction of wind remains same and is from city B to city A. Speed of wind in the morning is 50 km/h while the speed of wind in the evening is 40 km/h.

First pie chart given below shows the per cent distribution of flight speed (without wind) of bird from city A to city B in the morning on all the five days and sum of the pie chart is 1000 km/h.

Second pie chart given below shows the per cent distribution of flight speed (without wind) of bird from city B to city A in the evening on all the five days and sum of the pie chart is 800 km/h.

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एक राज्य में दो शहर A और B हैं। एक पक्षी अपने भोजन के लिए सुबह शहर ए से शहर बी तक उड़ान भरता है और सोमवार से शुक्रवार तक सप्ताह के पांच अलग-अलग दिनों में शाम को शहर ए में वापस आता है।

नोट 1: सुबह शहर ए से शहर बी तक पक्षी की उड़ान की गति (बिना हवा के) सभी पांच दिनों में अलग होती है जबकि शाम को शहर बी से शहर ए तक की उड़ान की गति (बिना हवा के) भी सभी पर अलग होती है। पांच दिन।

2: हवा की दिशा समान रहती है और शहर B से शहर A तक है। सुबह की हवा की गति 50 किमी / घंटा है जबकि शाम को हवा की गति 40 किमी / घंटा है।

नीचे दिए गए पहले पाई चार्ट में शहर ए से शहर बी तक सभी पांच दिनों पर सुबह के समय उड़ान की गति (बिना हवा के) पक्षी का प्रतिशत वितरण दिखाया गया है और पाई चार्ट का योग 1000 किमी / घंटा है।

नीचे दिया गया दूसरा पाई चार्ट सभी पांच दिनों में शाम को शहर बी से शहर ए तक उड़ान गति (हवा के बिना) के प्रतिशत का वितरण दिखाता है और पाई चार्ट का योग 800 किमी / घंटा है।

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6) If the distance between cities A and B is 270 km, then what is the difference between time taken by the bird to reach at city B from city A on Monday in morning and time taken by the bird reach at city A from city B on Friday in evening?
यदि A और B शहरों के बीच की दूरी 270 किमी है, तो शहर A से सोमवार को सुबह शहर B तक पहुंचने के लिए पक्षी द्वारा लिए गए समय में क्या अंतर है और शुक्रवार को शहर B से शहर A में पक्षी द्वारा पहुंचने में लगने वाला समय शाम को?
a) 36 minutes

b) 18 minutes

c) 45 minutes

d) 27 minutes

e) None of these

7) On Wednesday morning, the bird starts from city A towards city B and at the same time another bird with its flight speed (without wind) 120 km/h starts from city B towards city A. If difference between total distance travelled by both the bird before meeting is 90 km, then what is the distance between cities A and B?
बुधवार सुबह, पक्षी शहर ए से शहर बी की ओर शुरू होता है और उसी समय एक अन्य पक्षी अपनी उड़ान गति (हवा के बिना) से 120 किमी / घंटा से शहर बी की ओर शहर ए की ओर शुरू होता है। मिलने से पहले 90 किमी है, तो A और B शहरों के बीच की दूरी क्या है?
a) 110 km

b) 220 km

c) 165 km

d) 198 km

e) None of these

8) If the bird starts flying from city A towards city B at 6:00 AM in the morning on Friday and search for food in the city. In the process of searching food it spends 7 hours 9 minutes there and comes back to the city A at 3:00 PM in the evening on the same day, then how far city B is from city A? Assume there is no other loss of time other than flight and searching.
यदि पक्षी शुक्रवार को सुबह 6:00 बजे शहर बी की ओर शहर ए से उड़ान भरना शुरू कर देता है और शहर में भोजन की तलाश करता है। भोजन खोजने की प्रक्रिया में यह 7 घंटे 9 मिनट वहां बिताता है और उसी दिन शाम को 3:00 बजे शहर ए में वापस आता है, फिर शहर ए से शहर बी कितनी दूर है? मान लें कि उड़ान और खोज के अलावा समय का कोई अन्य नुकसान नहीं है।
a) 150 km

b) 120 km

c) 180 km

d) 135 km

e) None of these

9) If distance between cities A and B is 98 km and on Tuesday evening the speed of wind is increased by 20 km/h and the bird also increases its flight (without wind) speed while returning from B towards A. Now, time taken by bird to reach at A from B is decreased by 4.2 minutes than the calculated time, then what is the increment in the flight (without wind) speed of bird?
यदि A और B शहरों के बीच की दूरी 98 किमी है और मंगलवार की शाम को हवा की गति 20 किमी / घंटा बढ़ जाती है और पक्षी भी B से A की ओर लौटते समय अपनी उड़ान (बिना हवा के) गति बढ़ा देता है। पक्षी द्वारा लिया गया समय बी से ए पर पहुंचने के लिए गणना किए गए समय की तुलना में 4.2 मिनट की कमी है, फिर पक्षी की उड़ान (हवा के बिना) की गति में वृद्धि क्या है?
a) 40 km/h

b) 50 km/h

c) 25 km/h

d) 35 km/h

e) None of these

10) If on Thursday, bird flies from city A to city B in the morning but with its flight speed (without wind) 20% more than its original flight (without wind) speed and comes back to the original point in the evening on the same day with speed along the wind as mention in the charts, then how much less time the bird will take then the original time in its flight if cities A and B are 80 km apart?
यदि गुरुवार को, पक्षी सुबह ए से शहर बी तक उड़ान भरता है, लेकिन अपनी उड़ान गति (हवा के बिना) अपनी मूल उड़ान (हवा के बिना) की गति से 20% अधिक है और उसी दिन शाम को मूल बिंदु पर वापस आता है हवा के साथ गति के साथ चार्ट में उल्लेख किया है, तो पक्षी को अपनी उड़ान में मूल समय कितना कम लगेगा अगर शहरों ए और बी 80 किमी अलग हैं?
a) 3.2 minutes

b) 5.4 minutes

c) 4.8 minutes

d) 3.6 minutes

e) None of these

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Flight speed of bird (without wind) on Monday from A to B = 15% of 1000

= 150 km/h

Flight speed of bird (without wind) on Tuesday from A to B = 20% of 1000

= 200 km/h

Flight speed of bird (without wind) on Wednesday from A to B = 10% of 1000

= 100 km/h

Flight speed of bird (without wind) on Thursday from A to B = 25% of 1000

= 250 km/h

Flight speed of bird (without wind) on Friday from A to B = 30% of 1000

= 300 km/h

Flight speed of bird (without wind) on Monday from B to A = 20% of 800

= 160 km/h

Flight speed of bird (without wind) on Tuesday from B to A = 30% of 800

= 240 km/h

Flight speed of bird (without wind) on Wednesday from B to A = 25% of 800

= 200 km/h

Flight speed of bird (without wind) on Thursday from B to A = 15% of 800

= 120 km/h

Flight speed of bird (without wind) on Friday from B to A = 10% of 800

= 80 km/h

6) Answer: d)

Distance between cities A and B = 270 km

Time taken by the bird to reach at city B from city A on Monday in morning

= 270/100 = 2.7 hours

Time taken by the bird reach at city A from city B on Friday in evening

= 270/120 = 2.25 hours

Required difference = 2.7 – 2.25 = 0.45 hours = 27 minutes

7) Answer: c)

Flight speed (without wind) of another bird on Wednesday morning = 120 km/h

Flight speed (with wind) of another bird on Wednesday morning = 120 + 50

= 170 km/h

Effective speed of both the birds = 50 + 170 = 220 km/h

Let both the birds meet after travelling for ‘t’ hours.

Required difference = 170t – 50t = 90

120t = 90

t = 0.75 hours

Distance between both the cities = 220 * 0.75 = 165 km

8) Answer: a)

Time between 6:00 AM in the morning to 3:00 PM in the evening on the same day

= 9 hours = 540 minutes

Time taken in search of food = 7 hours 9 minutes = (7 * 60) + 9 = 429 minutes

Time taken in flight = 540 – 429 = 111 minutes

Let the distance between cities A and B is ‘D’ km.

According to the question:

(D/250) + (D/120) = (111/60)

(12D + 25D)/3000 = 111/60

37D = (111/60) * 3000

37D = 5550

D = 150

Hence, distance between cities A and B is 150 km.

9) Answer: b)

Let increment in the flight speed of bird = ‘x’ km/h

Effective speed of bird on Tuesday evening while returning from B to A

= (280 + 20 + x) = (300 + x) km/h

Calculated time taken by bird = (98/280) * 60 = 21 minutes

Actual time taken by bird = (21 – 4.2) = (98 * 60)/(300 + x)

300 + x = 350

x = 50

Increment in the flight (without wind) speed of bird = x = 50 km/h

10) Answer: c)

Changed flight speed (without wind) of the bird = 120% of 250 = 300 km/h

Changed flight speed (with wind) of the bird = 300 – 50 = 250 km/h

Original flight time of the bird = (80/200) + (80/160) = 0.4 + 0.5 = 0.9 hours

= 54 minutes

Original flight time of the bird = (80/250) + (80/160) = 0.32 + 0.5 = 0.82 hours

= 49.2 minutes

Required less time = 54 – 49.2 = 4.8 minutes

The table shows the discount % given by stores on different items. The market price of any article on all stores is same. Some values are missing. Answer the questions on the basis of given table and information in question.
तालिका विभिन्न वस्तुओं पर दुकानों द्वारा दिए गए छूट% को दर्शाती है। सभी दुकानों पर किसी भी लेख का बाजार मूल्य समान है। कुछ मान गायब हैं। प्रश्न में दी गई तालिका और जानकारी के आधार पर प्रश्नों का उत्तर दें।
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1) If the average SP of article B in all the stores is Rs.2568, Find the MP of article B?
यदि सभी दुकानों में लेख बी का औसत एसपी 2568 रुपये है, तो लेख बी का एमपी ढूंढें?
a) 1100

b) 1200

c) 1500

d) 2000

e) None of these

2) Difference between SP of article A by stores P and Q is Rs.486, Find the SP of same article by store R.
पी और क्यू के स्टोर ए के लेख ए के बीच अंतर Rs.486 है, स्टोर आर द्वारा उसी लेख का एसपी ढूंढें।
a) 3806

b) 4000

c) 4100

d) 4104

e) None of these

3) Average SP of article C by stores P and Q is Rs.3608, by stores Q and R is Rs.3300. Find the SP of article C by store R.
दुकानों पी और क्यू द्वारा लेख सी का औसत एसपी 350 रुपये है, दुकानों द्वारा क्यू और आर 3300 रुपये है। स्टोर सी द्वारा लेख सी का एसपी ढूंढें।
a) 3080

b) 3000

c) 3100

d) 3200

e) None of these

4) Store P earned 10% profit by selling product E. If CP of articles at all articles is same, Find the ratio of profits by Q and R in selling E.
उत्पाद E को बेचकर Store P ने 10% लाभ अर्जित किया। यदि सभी लेखों पर लेखों का CP समान है, तो E बेचने में Q और R के मुनाफे का अनुपात खोजें।
a) 14:9

b) 3:7

c) 9:14

d) 7:15

e) None of these

5) Ratio of discounts on article D by stores P and Q is 2/3. Difference in SP of article D by stores P and R is Rs.432. If SP of article D by store P is Rs.216 more than that by store Q, find the SP of article D by store R?
दुकानों पी और क्यू द्वारा लेख डी पर छूट का अनुपात 2/3 है। P और R के स्टोर D से लेख D के अंतर में Rs.432 है। यदि स्टोर डी द्वारा लेख डी का एसपी स्टोर क्यू से 26.2 रुपये अधिक है, तो स्टोर डी द्वारा लेख डी का एसपी ढूंढें?
a) 2690

b) 2800

c) 2720

d) 2750

e) None of these

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1) Answer: b)

SP by store P = MP * (100-28)/100 = MP * 72%

By Q = 82% of MP,

By R = 60% of MP

(72 + 82 + 60) * MP/100 = 2568

214 * MP/100 =2568

MP= Rs.1200

2) Answer: d)

Difference in SP= 93% of MP – 84% of MP

9% of MP = 486

MP = 5400

SP by store Q = 76% of 5400 = Rs.4104

3) Answer: a)

Let x% discount by store Q

[84 + (100 – x)]/2 * 100 * MP = 3608………(i)
And [70 + (100 – x)]/2 * 100 * MP = 3300……..(ii)

Put value of (100-x) from equation (i) to (ii) and solve

MP = Rs.4400

SP by store R = 4400 * 70/100 = Rs.3080

4) Answer: c)

MP = x

SP by P = 88% of x

CP by P = x * 88/100 * 100/110 = 4x/5

Now CP is same

SP by Q = 89x/100

Profit of Q = 89x/100 – 4x/5 = 9x/100

SP by R = 94x/100

Profit of Q = 94x/100 – 4x/5 = 14x/100

Required ratio = 9: 14

5) Answer: e)

x/18 = 2/3

Discount by P= 12%

Now, 88% of MP = 82% of MP +216

MP = Rs.3600

Now, let y% discount by store Q = [88 – (100 – y)]/100 *MP =432

MP = Rs.3600

Y = 24%

SP by R= 76% of 3600 = Rs.2736

The given pie graph shows the number of passengers in 6 different coaches of train.

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6) The number of passengers in coaches S1 and S2 together is approximately what percent of the number of passengers in coaches S6 and S3 together?
कोच एस 1 और एस 2 में एक साथ यात्रियों की संख्या कोच एस 6 और एस 3 में एक साथ यात्रियों की संख्या का लगभग कितना प्रतिशत है?
a) 90%

b) 85%

c) 80%

d) 82%

e) None of these

7) If in coach S4, 25% of the passengers are female and 20% is children, then what is the number of male passengers in coach S4?
यदि कोच S4 में 25% यात्री महिला हैं और 20% बच्चे हैं, तो कोच S4 में पुरुष यात्रियों की संख्या कितनी है?
a) 135

b) 145

c) 155

d) 165

e) None of these

8) What is the ratio of the average number of passengers in coaches S5 and S2 together to the average number of passengers in coaches S6 and S4 together?
कोच एस 5 और एस 2 में यात्रियों की औसत संख्या के अनुपात में कोच एस 6 और एस 4 में यात्रियों की औसत संख्या का अनुपात कितना है?
a) 85:67.5

b) 65:8

c) 72:69

d) 91:4

e) None of these

9) If in coach S3, ticket price for male, female and children is Rs.200, Rs.150 and Rs.100 respectively and the ratio of male, female and children passengers in coach S3 is 4:5:3, then find the revenue collection in coach S3.
यदि कोच S3 में पुरुष, महिला और बच्चों के लिए टिकट की कीमत क्रमशः रु। 200, रु। 150 और रु। है और कोच S3 में पुरुष, महिला और बच्चों के यात्रियों का अनुपात 4: 5: 3 है, तो कोच में राजस्व संग्रह ज्ञात करें। S3।
a) Rs.92500

b) Rs.102000

c) Rs.89750

d) Rs.83250

e) None of these

10) The number of passengers in coach S4 is what percent of the number of passengers in coach S6?
कोच S4 में यात्रियों की संख्या कोच S6 में यात्रियों की संख्या का कितना प्रतिशत है?
a) 80%

b) 70%

c) 60%

d) 90%

e) None of these

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6) Answer: a)

Number of passengers in Coach S1= (15/100)*2500=375

Number of passengers in Coach S2= (20/100)*2500=500

Number of passengers in Coach S3= (24/100)*2500=600

Number of passengers in Coach S6= (15/100)*2500=375

Required percentage= [(375+500)/(600+375)]*100=89.74%

7) Answer: d)

Number of passengers in Coach S4 = (12/100)*2500=300

Then, Number of Female passengers = (25/100)*300=75

Children passengers = (20/100)*300=60

Thus, Male passengers =300-(75+60) =165

8) Answer: a)

Number of passengers in Coach S5= (14/100)*2500=350

Number of passengers in Coach S2= (20/100)*2500=500

Number of passengers in Coach S6= (15/100)*2500=375

Number of passengers in Coach S4= (12/100)*2500=300

Required ratio= ((350+500)/2):((375+300)/2)=425: 337.5 = 85:67.5

9) Answer: a)

Number of passengers in Coach S3= (24/100)*2500=600

Number of male passengers = (4/12)*600=200

Number of Female passengers = (5/12)*600=250

Children passengers = (3/12)*600=150

Total collection=200*200+250*150+150*100=Rs 92500

10) Answer: a)

Number of passengers in Coach S6= (15/100)*2500=375

Number of passengers in Coach S4= (12/100)*2500=300

Required percentage= (300/375) *100=80%

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Eight persons i.e. U, V, W, X, Y, Z, A, and B are seated around a circular table among them only 3 are facing opposite to the centre and rest are facing to the centre (not necessarily in the same order).
U sits second to the left of W. V is not an immediate neighbour of both W and U. One of the immediate neighbours of W faces opposite direction of W. B sits third to the left of U. Z sits second to the left of B. X is not an immediate neighbour of V. A sits third to the left of X. Y and V face the same direction as X faces. V doesn’t sit opposite to both W and U.

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आठ व्यक्ति U, V, W, X, Y, Z, A और B एक वृत्ताकार मेज के चारों ओर बैठे हैं, केवल 3 केंद्र की विपरीत दिशा में उन्मुख हैं और शेष केंद्र की ओर उन्मुख हैं (जरूरी नहीं कि इसी क्रम में)
U, W के बाईं ओर दूसरे स्थान पर बैठता है. V, W और U दोनों का निकटतम पड़ोसी नहीं है. W के निकटतम पड़ोसियों में से एक W की विपरीत दिशा की ओर उन्मुख है. B, U के बाएं तीसरे स्थान पर बैठता है. Z, B के बाईं ओर दूसरे स्थान पर बैठता है. X, V का निकटतम पड़ोसी नहीं है. A, X के बाएं तीसरे स्थान पर बैठता है. Y और V, उस दिशा में उन्मुख है जिस दिशा में X उन्मुख है. V, W और U दोनों के विपरीत नहीं बैठता है.

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