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Vocabulary Day 22

Clatter Thesaurus: Noun : loud noise            shattering, smashing, bluster, clack... Verb : crash            bang, noise, roar, shatter, smash... Antonyms : peace, calm, stillness, quiet... Example sentences: ·          There was a huge clattering which turns everyone's attention. ·          He dropped the dishes with a clatter .

How to work on your goals constantly on the daily basis ?

     Hey guys... What's up? Today I'll be sharing my own experience to work on your goals constantly with happiness, satisfactory and without any distraction, frustration, tiredness, laziness etc...         When we're working on our goal, we'll be excited for the first few days and we eventually give up on our goals. The reason for this may vary from person to person. That may be a distraction, laziness, tiredness and attracted to other things like social media, sleeping and the things you would like to do which is unnecessary. So how to overcome them? There are few things which I've learnt from others and from my own experience. Let's get into it.       1. When you're frustrated by others, ask yourself "What's the purpose of this mission?" The answer to this question helps you to gear up your game.       2. Visualize that you've already reached your goal. While doing this play your favourite BGM in your mind and receive the

Aptitude Day 21

Answer of Day 20: 16 years. Problem on Ages  Today we're gonna see another 3 problems... 1. The ratio of Kevin's age to Sana's age is 7:3. The product of their ages is 756. The ratio of their ages after 6 years will be: Solution:                Let their ages be 7x and 3x respectively.                The product of their ages (7x)(3x) = 756                                                               21x 2 = 756                                                                   x 2 = 756/21 = 36                                                                   x = 6                 The ratio of their ages after 6 years will be (7x+6) : (3x+6)                                                                                             48: 24                                                                                               2: 1                                                      2. The present ages of three persons are in the proportions 4:7:9

Vocabulary Day 21

Stammer Thesaurus: Verb : stutter in speech, speak haltingly, speech defect           halt, hesitate, pause, stop, sputter... Antonyms : say quickly, pronounce, enunciate... Example sentences: ·          He was stammering when the teacher caught him red-handed. ·          One should avoid the stammering while delivering a speech. 

Aptitude Day 20

Try to solve this problem [ Based on yesterday's model. If you have'nt checked out, check this out Aptitude Day 19 ]  Six years ago, the ratio of the ages of A and B was 6:5. Four years hence, the ratio of their ages will be 11:10. What’s B’s age at present?              Again, today we’re gonna see the problems regarding Problems On Ages.       1. The total ages of A, B and C is 93 years. Ten years ago, the ratio of their ages was  2:3:4. What’s the present age of C?          Solution:                           Let the ages of A, B and C be 2x, 3x and 4x respectively.                           Their total is 93.                           Their present ages will be (2x+10), (3x+10) and (4x+10) respectively.                           (2x+10)+(3x+10)+(4x+10) = 93                                             9x+30  = 93                                                  9x = 63                                                    x = 7     

Vocabulary Day 20

Gregarious Thesaurus: Noun : friendly            Outgoing, sociable, fun, affable, companionable... Antonyms : unfriendly, impolite, reserved... Example sentences: ·         Lions are not gregarious . ·         Gregarious people can adapt to any place.

Aptitude Day 19

Problem on ages 1. Ron was 4 times as old as his son 8 years ago. After 8 years, Ron will be twice as old as his son. What're their present ages? Solution:            Let son's age 8 years ago be x years. Then Ron's age 8 years ago = 4x.            Son's present age will be x+8            Son's age after 8 years will be (x+8)+8 = x+16            Similarly, Ron's age after 8 years = (4x+8)+8 = 4x+16            Given: (4x+16)=2(x+16)                         4x+16=2x+32                                2x=16                                  x=8            The present age of Ron=4x+8=32+8= 40 years.            The present age of son=x+8= 16 years. 2. The ratio between the present ages of P and Q is 5:7 respectively. If the difference between Q's present age and P's age after 6 years is 2, what is the total of P's and Q's present ages? Solution:            The present age of P is 5x.            The present age of Q is 7x.