Time and Work Shortcut Tricks to Solve Problems Quickly | Chocolate Method for Time and Work
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- Опубліковано 9 вер 2024
- Solve any time and work question in less than 30 seconds by using the famous chocolate method for time and work problems. The chocolate method will help you avoid fractions when you solve time and work problems. It is a really easy and fun way to solve questions and remember concepts of time and work while you are preparing for placements!
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Wow, I love this technique!!!
Background Music is distracting me a bit ....
100%
Very helpful methods thank you sir.
upload more videos based on this chocolate method sir...
Nicely explained,
Thanku sir 😊
We need the flow rate of the pipe-x or the water being filled at a given duration of time so as to calc to the total capacity of the tank.
Very easy explanation of time and work ,thank you .Please more vedio of pipe and cistern questions.
VERYYYY GOOOD
GODD TRICKSS
Thanks a lot sir 👌👌
in first question do this-multiply their days and divide with sum of days that is (60X40)/(60+40) =24 days
good shortcut!
Thank you sir
Sir plz explain if question comes in fraction type
Very useful..
nicely explained..
thanks
Do some complicated problems also sir
Easy approach..easy to understand... Great
Thanks a lot , i was so frustrated couldn't solve even one question but this video really helped me.But what to do if work is given in ratio??
Excellant method
🍫 very funny method sir 😁
Plz make some tricks video for ca foundation maths plzzzzzzzz as soon as possible....
The way of solving is yummy😋
How can it be possible by adding 60 and 40 together equal to 120????
No, that's their lcm
Sir, I am going to give CAT exam this year...plz upload questions of CAT level
Awesome method..
please explain how Y can empty the cistern 1lit/min
X +Y = 2litre . X value we know, that is 3litr. 3+Y = 2
Y = 2-3
Y = -1.
Y can leakage water in 1 min/ltr, so lcm is 60 , so it can empty tha tank at 60*1 = 60 min
Very useful n bst way for solving time and work problm.Sir plz upload a detaild lecture for this topic ..as it is considerd an important topic (only by choclate methood)
please solve more problems based on chocolate methode
can u plzzz... tell me what are the questions they vll give in TCS in dis year frm aptitiude nd technical
TCS has certain patterns on which it asks questions. You can study the most repeated questions from the TCS course on our website www.faceprep.in.
How to contact you for classes
35days
Sir pls upload time speed and distance video
background music is not good for focusing.
A can do work in 14 days and together with B can do the same work in 10 days. In what time B alone can do the work
??? Give me solution
@@passionateaboutlife827 bro A and B together 10days bro
@@vinothvk2711 sorry bro..ans 35
Lcm of 15,10 is 70..then their efficiancys are a=5,a+b=7..then b=2..70/2=35
If you have any doubt reply
@@passionateaboutlife827 isnt it 14 n 10
Still want more complicated pblms related to chocolate method sir.....
Only 3 problems..😬
Awesome video but remove fuckin background music
Bad accent but a very good explanation. Thank you sir~
sir yahi video hindi me dalo sir
Sir explaination was good but wgen solving secongo question u mention that no no days are not given for b but its actually given
Remove the background music
+++
24 men can complete a work in 16 days and 16 women can complete it in 24 days. in how many days does 8men nd 6 women complete the work?cn u solve it by chocolate method
Akshai gpillai total choclates=lcm(16,24)=48
Work done by 24 men per day=16/48=1/3
Work done by 1 man per day= 1/72
Work done by 16 women per day= 24/48= 1/2
Work done by 1 woman per day= 1/32
Therefore work done by 8 men and 6 women can be completed in= 8*(1/72)+6*(1/32)=(1/9)+(3/16)
I believe this is right... Please do correct me... If it's wrong
Yes . Good Short cut method . But I hate 🍫
3+3+3 = 9 can't understand :(
A alone did work for 3 days. Then as per 9a calculation, A and B together did that work for 3 days .. We got a value as 3. Then last 3days B and C had done their work... So totally A alone 3 days, A and B, 3 days and B and C 3 days... 3+3+3 = 9
Thanks sir.