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Problems Based on Trains Made Easy Published on  Thursday, January 07, 2016 Today, I am sharing 'Problems based on Trains' chapter. I hope it will be beneficial to our readers. Introduction A train is said to have crossed an object (stationary or moving) only when the last coach (end) of the train crosses the said object completely. It implies that the total length of the train has crossed the total length of the object. In case of Train, The Distance covered by the Train = Length of Train + Length of Object You have to keep in mind some Formulae which are given below: Conversion of  km/hr into meter/sec Following formula is used in this case Conversion of meter/sec into km/h  The formula is: We can find the basic formula for the time required for a train to cross different type of objects. Different types of Objects On the basis of various types of objects that a train has to cross, we find the following different cases: Que...
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PROBLEMS BASED ON AGE

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Problems Based on Age Question 1:  The age of Rekha is twelve times that of her daughter Avani. If the age of Avani is 3 years, what is the age of Rekha? Solution.  Who’s age do we need? Rekha’s.                  Present age required to be found? Yes! Okay, so, Rekha’s present age =  x Rekha’a age is 12 times her daughter’s age. Daughter’s age = 3. Therefore, 12 times of 3 =  x 12 x 3 =  x = 36 years = Rekha’s age. Question 2:  The father’s age four years ago was 8 times the age of his son. At present the father’s age is 4 times that of his son. Find the son’s present age. Solution.  Okay, who’s present age do we need to find? Son’s. Therefore, Son’s present age =  x We’ll first make the present age’s equation with dad and son – only ‘cause it makes things easier to proceed from the present! ‘At present the father’s age is 4 times that of his ...
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ANALOGIES

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ANALOGIES Directions (1-15): In each of the following questions a capitalized pair of words is given, followed by five numbered pairs of words. Four of the numbered pairs exhibit the same relationship between the words as the capitalized pair of words. Identify the numbered pair which does not exhibit the same relationship as the capitalized pair. Q1. CHILD: PAEDIATRIC (a) heart : cardiologist (b) nerves : neurologist (c) tumours : oncologist (d) blood : haematologist (e) eyes : gynaecologist Q2. COLOURS : RANGOLI (a) lights : diwali (b) kites : pongal (c) rakhi : baisakhi (d) carols : Christmas (e) colours : Holi Q3. COOK : EAT (a) hard word : success (b) exam : result (c) design : plain (d) thirst : drink (e) hunger : eat Q4. PARSIMONIOUS : STINGY (a) sumptuous : lavish (b) indigent : wealthy (c) niggardly : miserly (d) puerile : juvenile (e) penury : poverty Q5. LECTURER : COLLEGE (a) teacher : sc...
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