Total gadha cat pdf

The n do the sam e with answe r options and the n m atch the m.. O nahigh Show parent Reply. C he ck m y pre vious shortcut article that cam e e arlie r this ye ar. Total Gadha Show parent Reply. Trust m e frie nds, but I am able to do atle ast que stions by this way. Hope you also le arn to le ve rage out of it. Hats off to you sir for all your hard work!!

PS: Dre am s only com e s true , whe n you be lie ve in the m. But for the last que stion 1! Open navigation menu. Close suggestions Search Search. User Settings. Skip carousel. Carousel Previous. Carousel Next. What is Scribd? Explore Ebooks. Bestsellers Editors' Picks All Ebooks. Explore Audiobooks. Bestsellers Editors' Picks All audiobooks.

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We will try and understand this concept by applying it to the next three problems. A Very simple problem to start with: Problem 5: If 10 men take 15 days to complete a work. In how many days will 25 men complete the work? Solution: Given that 10 men take 15 days to complete the work. Problem 6: A piece of work can be done by 8 boys in 4 days working 6 hours a day. How many boys are needed to complete another work which is three times the first one in 24 days working 8 hours a day?

Problem 7: X can do a piece of work in 20 days working 7 hours a day. The work is started by X and on the second day one man whose capacity to do the work is twice that of X, joined.

On the third day another man whose capacity is thrice that of X, joined and the process continues till the work is completed. In how many days will the work be completed, if everyone works for four hours a day? Solution: Since X takes 20 days working 7 hours a day to complete the work, the number of day-hours required to complete this work would be day-hours. Like in the two problems above, this is going to be constant throughout.

The second person is twice as efficient as X so he will do 8 day-hours of work. Second Person does 8 day-hours of work. Third person who is thrice as efficient as X does 12 day-hours of work. So it takes 5 days to complete the work. Remember that whenever there is money involved in a problem, the money earned should be shared by people doing the work together in the ratio of total work done by each of them.

Again I will explain this with the help of an example: Problem 8: X can do a piece of work in 20 days and Y can do the same work in 30 days. They finished the work with the help of Z in 8 days. If they earned a total of Rs. A and B can fill the reservoir alone in 20 and 30 mins, respectively whereas C can empty the reservoir alone in 45 mins.

The three hoses are kept opened alone for one minute each in the the order A, B and C. The same order is followed subsequently. In how many minutes will the reservoir be full?

Solution: These kinds of problems can be solved in the same way as we solve problems where one or more men are involved. A, B and C are equivalent to three people trying to complete a piece of work. The amount of work to be done would be the capacity of the reservoir.

In the 46th minute A is opened and it fills 9 litres. In the 47th minute B is opened and it fills 6 litres. Hence the reservoir will be full in 47 minutes. Problem There is an empty reservoir whose capacity is 30 litres. Both the pipes function alternately for 1 minute.

Assuming that the inlet pipe is the first one to function, how much time will it take for the reservoir to be filled up to its capacity? In the 51st minute inlet pipe is opened and the tank is filled. Problem Sohan can work for three hours non-stop but then needs to rest for half an hour. His wife can work for two hours but rests for 15 min after that, while his son can work for 1 hour before resting for half an hour. If a work takes 50 man-hours to get completed, then approximately how long will it take for the three to complete the same?

Assume all of them all equally skilled in their work. Option a and b are ruled out. Now let us calculate the amount of work done in 20 hours. Sohan does 3 man-hours in every 3. In 20 hours 1. Hope to ge t fe w m ore such topics from the author in future.

Show parent Reply. R e ally nice article The conce pt of tak ing work as m ulitple units is sim plifying probs to a grt e x te nt. Thank uu Hope sm e day, we chotta gadhas too will be providing quality stuff lik e dis to our gadha land. Re: Time and Work by shivam m e hra - Friday, 10 July , AM nice article thank u so m uch proble m 7 is bit proble m atic Thank s Shivam and re ad the last line of proble m Thank s - SE Show parent Reply.

Thank s a ton.. Hope to ge t som e m ore article s from you. R e gards, Kille r Show parent Reply. I think that the re is a typing m istak e in answe r 4. The article is ve ry he lpful. Ple ase post in som e m ore proble m s, e sp. Day in proble m 4 should be re place d by hour Show parent Reply. TG sir,e x pe ctin som e challe nging prbs frm u in this topic.

A t the same time iam sad today i got backlog in my 6thsem engineering exams my entire planning is now shatered. R e gards, Tuhin. A group of workers was put on a job. From the second day onwards, one worker was withdrawn each day. The job was finished when the last worker was withdrawn.

Had no worker been withdrawn at any stage, the group would have finished the job in two-third of the time. How many workers were there in the group? I suppose whenever we take the lCM of the individual's working days we do it to calcualte the total workdone in units for ex. But in third problem you have taken the LCM 15,10,40 2, Just want to know the logic behind it.

So it is e nough to tak e W as the LC M of 75 and 15 which is You ne e d to tak e a m e ntal note of what you would be dividing W with while you are solving the proble m. Got it? Te ll m e frank ly if you still have a doubt.. Its a good one.. Nice article W hich proble m you are talk ing about..??