Time And Work Problems Shortcuts And Tricks Youtube
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time and Work problems shortcuts and Tricks Question With Solution
Time And Work Problems Shortcuts And Tricks Question With Solution Work done by a person in unit time is defined as efficiency in time and work problems. a = 10 days so efficiency of a per day = 100 10 = 10%. time and work shortcut – time and work questions. now we will go through some examples to understand this time and work shortcut trick closely. q1. anil can do a job in 10 days. babu can do the same job. Time and work concepts, tricks, and time and work formulas like mdh formulas, concept of works and wages, concept of efficiency in time and work are explained with problems on time and work with solution. time and work for ssc cgl, ibps po, cat, banking exams, defence exams is very important. read this study material of time and work, aptitude problems of time and work, study material of time.
time and Work shortcut tricks To Solve problems Quickly time
Time And Work Shortcut Tricks To Solve Problems Quickly Time Formulas for time and work. 1) the basic formula for time and work is as follows. work = rate × time. i.e work done = time taken × rate of work. here, “rate” represents the work efficiency of an individual or a group. “time” refers to the duration taken to complete the work. “work” represents the total amount of work or tasks. Work = rate × time. time = work rate. rate = work time. 2. reciprocal of rate: sometimes, it’s easier to work with the reciprocal of the rate, which represents the work done per unit time. reciprocal of rate = 1 rate. 3. combined work: if a can complete a task in ‘x’ days, then a’s work rate is 1 x. Trick. one simple technique is using days in denominator while solving questions. for example, a can do a job in 3 days and b can do the same job in 6 days. in how much time they can do the job together. solution 1 3 1 6 = 1 2, hence 2 days is the answer. examiner can set the question in opposite way and can ask you how much time a or b. Time and work problems. 1. if a person can do a piece of work in ‘m’ days, he can do ¹⁄m part of the work in 1 day. 2. if the number of persons engaged to do a piece of work be increased (or decreased) in a certain ratio the time required to do the same work will be decreased (or increased) in the same ratio. 3.
time and Work shortcut tricks To Solve problem Quickly time a
Time And Work Shortcut Tricks To Solve Problem Quickly Time A Trick. one simple technique is using days in denominator while solving questions. for example, a can do a job in 3 days and b can do the same job in 6 days. in how much time they can do the job together. solution 1 3 1 6 = 1 2, hence 2 days is the answer. examiner can set the question in opposite way and can ask you how much time a or b. Time and work problems. 1. if a person can do a piece of work in ‘m’ days, he can do ¹⁄m part of the work in 1 day. 2. if the number of persons engaged to do a piece of work be increased (or decreased) in a certain ratio the time required to do the same work will be decreased (or increased) in the same ratio. 3. Formulas. the basic formula for solving is: 1 r 1 s = 1 h. let us take a case, say a person hrithik. let us say that in 1 day hrithik will do 1 20 th of the work and 1 day dhoni will do 1 30 th of the work. now if they are working together they will be doing 1 20 1 30 = 5 60 = 1 12 th of the work in 1 day. now try to analyze, if two persons. Trick 8: if a leaves the work ‘m’ days before its completion then the total time taken to complete work is = (x m)y (x y) trick 9: if food is available for ‘a’ days for ‘a’ men at a certain place and after ‘b’ days. ‘b’ men join, then the remaining food will serve total men for required time = a (a – b) (a b) days.
time and Work problems shortcuts and Tricks Maths а ёа а ї а а а а ѕа
Time And Work Problems Shortcuts And Tricks Maths а ёа а ї а а а а ѕа Formulas. the basic formula for solving is: 1 r 1 s = 1 h. let us take a case, say a person hrithik. let us say that in 1 day hrithik will do 1 20 th of the work and 1 day dhoni will do 1 30 th of the work. now if they are working together they will be doing 1 20 1 30 = 5 60 = 1 12 th of the work in 1 day. now try to analyze, if two persons. Trick 8: if a leaves the work ‘m’ days before its completion then the total time taken to complete work is = (x m)y (x y) trick 9: if food is available for ‘a’ days for ‘a’ men at a certain place and after ‘b’ days. ‘b’ men join, then the remaining food will serve total men for required time = a (a – b) (a b) days.
Time and Work Problems - Shortcuts and Tricks
Time and Work Problems - Shortcuts and Tricks
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