Antonyms for bank exams / Analogy - Verbal Reasoning

Antonyms for bank exams / Analogy - Verbal Reasoning

Lenient	Strict
Liberty	Slavery
Malady	Health
Manifest	Obscure
Mean	Noble
Notorious	Reputable
Obsolete	Modern
Heavy	Light
Vehemence	Apathy
Wise	Foolish
Yield	Resist
Zest	Distaste
Analysis	Synthesis
Progressive	Retrograde
Hypocrisy	Sincerity
Humane	Cruel
Diversity	Similarity
Prudent	Imprudent
Transparent	Opaque
Fictitious	Genuine
Elevate	Depress
Indolent	Energetic
Lack	Plenty
Thrive	Decline
Dislike	Relish
Ominous	Auspicious
Healthy	Frail
Admire	Dislike
Fickle	Constant
En deal	Alternate
Gentle	Violent
Zeal	Indifference
Neat	Untidy
Spiritual	Material
Lasting	Transient
Garrulous	Phiegmatic
Bliss	Misery
Bright	Dull
Benevolent	Malevolent
Boisterous	Quiet
Dwarf	Giant
Persuade	Dissuade
Praise	Condemn
Rare	Ordinary
Remote	Near
Sane	Insane
Scold	Praise
Serious	Frivolous
Shy	Bold
Spurious	Genuine
Surprise	Deficit
Tame	Savage
Tough	Tender
Ugly	Beautiful
Hate	Love
Cease	Continue
Forgive	Condemn
Good	Bad
Initial	Final
Deep	Shallow
Lethargy	Alertness
Lend	Borrow
Callous	Soft
Brutal	Humane
Brief	Lengthy
Cruel	Kind
Crafty	Artless
Death	Life
Deficient	Sufficient
Earthly	Heavenly
Emancipate	Enslave
Fabricate	Destroy
Felicity	Sorrow
Gigantic	Minute
Haughty	Humble
Hazardous	Safe
Joy	Gloom
Hope	Despair
Laxity	Firmness
Laborious	Lazy
Destitute	Affluent

Synonyms for bank exams / Analogy - Verbal Reasoning

Synonyms for bank exams / Analogy - Verbal Reasoning

Ability	Skill
Brave	Courageous
Tedious	Wearisome
Tough	Hard
Ugly	Unsightly
Vehemence	Passion
Vindictive	Revengeful
Vocation	Occupation
Wicked	Evil
Wise	Sagacious
Wreck	Ruin
Yield	Surrender
Yoke	Oppression
Zeal	Passion
Zest	Relish
Abandon	Forsake
Abase	Degrade
Abash	Disconcert
Abate	Subside
Abdicate	Renounce
Babble	Prattle
Bad	Evil
Bait	Tease
Bale	Woe
Bandit	Robber
Banish	Exile
Baptize	Christen
Cab	Cabriolet
Cackle	Chatter
Calamity	Disaster
Caliginous	Misty
Calix	Cup
Deck	Adorn
Declare	Affirm
Decry	Depreciate
Defile	Dishonor
Emulate	Imitate
Quiet	Gentle
Quick	Brief
Permission	Allowance
Fictitious	False
Humane	Kind
Wise	Judicious
Fanciful	Imaginative
Haughty	Imperious
Locate	Detect
Happy	Jubilant
Unlawful	illicit
Annihilate	Destroy
Absolve	Forgive
Adept	Expert
Amiable	Lovable
Boisterous	Noisy
Brutal	Savage
Ban	Prohibition
Brim	Edge
Callous	Hard
Cautious	Careful
Covert	Hidden
Cordial	Friendly
Deference	Respect
Dwindle	Decrease
Emancipate	Liberate
Excited	Impassioned
Fabricate	Conspiracy
Felicity	Happiness
Gaiety	Joyousness
Guile	Fraud
Haughty	Arrogant
Hope	Belief
Incessant	Unceasing
Joy	Delight
Jolly	Jovial
Judicious	Discreet
Knowledge	Enlightenment
Laxity	Slackness
Lenient	Mild
Liberal	Generous
Lucky	Fortunate
Lucrative	Profitable
Malady	Illness
Manifest	Noticeable
Meager	Small
Misery	Sorrow
Obedient	Submissive
Obsolete	Antiquated
Opulence	Wealth
Palatable	Tasty
Pathetic	Risky
Quaint	Odd
Quell	Suppress
Remote	Distance
Rigid	Stiff
Renown	Fame
Sane	Sensible
Scold	Chide
Serious	Grave
Shy	bashful
Solace	Comfort
Tame	Gentle

List of Countries and their Capital

List of countries and their capital cities..

Country	Capital
Russia	Moscow
Hungary	Budapest
Denmark	Copenhagen
Ecuador	Quito
Ethiopia	Addis Ababa
El Salvador	San Salvador
Switzerland	Bern
Turkey	Ankara
Tunisia	Tunis
UK	London
Canada	Ottawa
Bolivia	Sucre
Myanmar	Naypyidaw
Bhutan	Thimphu
Guinea	Conakry
Haiti	Port-au-Prince
Iran	Tehran
Italy	Rome
Bangladesh	Dhaka
Laos	Vientiane
Colombia	Bogota
Libya	Tripoli
Cuba	Havana
Bulgaria	Sofia
Brazil	Brasilia
Costa Rica	San Jose
Lebanon	Beirut
France	Paris
Finland	Helsinki
Greece	Athens
Iraq	Baghdad
Indonesia	Jakarta
Jordan	Amman
Japan	Tokyo
Kenya	Nairobi
South Korea	Seoul
Peru	Lima
Sweden	Stockholm
Belgium	Brussels
Argentina	Buenos Aires
Australia	Canberra
Afghanistan	Kabul
Austria	Vienna
Algeria	Algiers
Ukraine	Kiev

Example for Compound Interest

 Formulas :

    Let Principal = P, Time= T and Rate=% per annum.

1.  

2. When interest is compound annually :

             

3. When interest is compounded half-yearly :

 

4. When interest is compounded Quarterly :

 

5. Difference between Simple Interest and Compound Interest for 2 years

                

6. Difference between Simple Interest and Compound Interest for 3 years

             

7. Simple Interest into Compound Interest or Compound Interest into Simple Interest for 2 years 

           

 Examples

1. Find the compound interest on Rs.1600 at 8% per annum for 2 years.

Solution
Here P=1600, R=8%, T=2 years (because interest is yearly)
Then
   
        = 
        = 
        =
   
      A = 1866.24 Ans

2. What amount of compound interest can be obtained on an amount of Rs.8,840 at the rate of 5 p.c.p.a. at the end of 3 years?

Solution
Here P=8840 , R=5%, T=3 years
Then
        
                 =
                 = 
                 =
                 =
                 =
        
              C.I = Rs.1393.405

3. What approximate amount of compound interest can be obtained on an amount of Rs.9,650 at the rate of 6 p.c.p.a. at the end of 3 years?

Solution
Here P=9650 R=6%, T=3 years
Then

        
                 =
                 =
                 = 9650(1.191016-1)
                 = 9650 * 0.191016
           C.I = Rs. 1843 ( approximate ) 

4. Find the compound interest on Rs.4000 for 9 months at 20% per annum when the interest is reckoned half yearly.

Solution

P=4000, R=
Time = 1 half year + half year

  
  

      = Rs.4620 

C.I = ( 4620 - 4000 ) = Rs.620 Ans

5. What would be the compound interest obtained on an amount of Rs.6000 at the rate of 7 p.c.p.a. after 2 years ?

Solution

P = 6000 , R = 7% , T = 2 years



     =
     =
 A  = 6869.4
C.I = A - P
      = 6869.4 - 6000
 C.I = 869.4 Ans


6. What would be the compound interest obtained on an amount of Rs.8800 at the rate of 16 p.c.p.a. after 2 years ?


Solution

P = 8800 , R = 16% , T = 2 years

     =

     =
 A  = 11841.28
C.I = A - P
      = 11841.28 - 8800
 C.I = 3041.28 Ans

7. The compound interest on a certain amount for 2 years at the rate of 8 p.c.p.a is Rs.312. What will be the simple interest on the same amount and at the same rate and same time?

Solution


       =
    S.I   = Rs.300 Ans

 8. Vinita invested a certain amount at the rate of 8 p.c.p.a for 5 years and obtained a simple interest of Rs.3800. Had she invested the same amount at the same rate of interest for 2 years, how much amount would she have obtained as compound interest at the end of 2 years?

Solution

 

C.I = 3952 For 5 years
C.I for 2 years


 C.I =Rs.1580.80 Ans

9. If Compound interest on a certain sum for 2 years at 12.5% per annum is Rs.170, the simple interest is:

Solution

      =
 S.I = Rs.160 Ans

10. The difference between simple and compound interest and simple interest on an amount of Rs.15000 for 2 years is Rs.96. What is the rate of interest per annum?

Solution

        
     
     = 64
     r = 8 Ans

11. The difference between simple and compound interests compounded annually on a certain sum of money for 2 years at 4% per annum is Rs.1. Sum(in Rs) is

Solution

         
         
      

       P = 625 Ans

 12. The difference between simple and compound interest on Rs.2000 for 3 years at 5% is what ?

Solution

    A =    

    A =   
    A =  
    A = 15.25 Ans

Example for Simple Interest

Model I 

1. Find simple interest on Rs.1500 at 5% per annum for 2 years.

Solution

Here given that :

P=1500, R=5% , T= 2 years

Then using the formula

Simple Interest(S.I)=

                               = = Rs.150 Ans.

2. What would be the simple interest obtained on an amount of Rs.4540 at the rate of 8 p.c.p.a. after 8 years? 

Solution

Here given that :

P=4540, R=8 , T= 8 years

Then using the formula

Simple Interest(S.I)=

                               = = Rs.2905.6 Ans.

Model II

1. Find out the capital require to earn a monthly interest of Rs.600 at 6% simple interest.

Solution

Interest for 1 month= Rs.600

for 1 year=12*600 = 7200

S.I=7200, R=6% , T= 1 years

Then using the formula

    

      = Rs.1,20,000 Ans

2. Shilpa invests a certain amount at the rate of 6 p.c.p.a. for 5 years. If she obtains a simple interest of Rs.8490 at the end of 5 years, how much amount shilpa invest? 

Solution

Here given that :

=8490, R=6 , T= 5 years

Then using the formula

    

       = 

       = Rs.28300 Ans

Model III

1. Sonia invested an amount of Rs.17500 at the rate of 8 p.c.p.a. After how many years will she obtain the simple interest of 16800 ?

Solution

Here given that :

P=17500, R=8 , T= ?, S.I = 16800

Then using the formula

=

                                  T=12 Ans

2. In how many years will a man get a simple interest Rs.1428 on a principal of Rs. 4080 at the rate of 7 p.c.p.a?

Solution

Here given that :

P=4080, R=7, T= ?, S.I = 1428

Then using the formula

=

                     = 5 Ans

Model IV

1. At what rate percent per annum interest will Rs.2 produce Rs.10 in 50 years?

Solution

P=2, S.I=10, T=50 and R=?

Then using the formula

=

                       =10 % Ans

2. The simple interest accured in 8 years on a principal of Rs.20000 is one tenth the principal. What is the rate of simple interest p.c.p.a?

Solution

=2000

P=20000, S.I=2000, T=8 and R=?

Then using the formula

=

                    R= 1.25 Ans

Model V

1. Sourabhi invested an amount of Rs.16840 at the rate of 6 p.c.p.a for 5 years. What total amount will she obtain with the simple interest at the said rate at the end of 5 years?

Solution

P=16840, R=6, T=5 and A=?

Then using the formula

Amount= Principal + Simple Interest

 Simple Interest(S.I)=

                                =

                           S.I= 5052

A=P+S.I 

   =16840+5052

   = 21892 Ans

2. Shrihari invested an amount of Rs.22400 at simple interest 12 p.c.p.a. How much amount will he get after seven years?

Solution

P=22400, R=12, T=7 and A=?

Then using the formula

Amount= Principal + Simple Interest

 Simple Interest(S.I)=

                                =

                           S.I=41216

A=P+S.I 

   =22400+18816

   = 41216 Ans