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Link For this video is as follows:
/watch/weviyhvEoTfEi
This is really very amazing method to solve the linear equation of the type:
1/(x-a) + 1/(x-b)= 1/(x-c)+ 1/(x-d)
if (x-a)+(x-b)=(x-c)+(x-d)
means sum of their denominators should be same
Then instead of solving it by usual method like cross multiplying and then we will get the quadratic equation.
And solving it what we will do is, we will take
either (x-a)+( x-b)=0 or (x-c)+(x-d)=0
suppose we are taking (x-a)+(x-b)=0
then 2x-(a+b)=0
then we will get answer x= (a+b)/2
whenever we get such type of equations we will directly take answer as (a+b)/2 or (c+d)/2
Any of these.
Use this technique everywhere and save your lot of time , effort and energy.
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इस वीडियो के लिए लिंक इस प्रकार है:
/watch/weviyhvEoTfEi
यह वास्तव में रैखिक समीकरण को हल करने के लिए बहुत ही अद्भुत विधि है:
इससे आपका बहुत समय बचा होगा
हर जगह इस तकनीक का उपयोग करें और अपने बहुत से समय, प्रयास और ऊर्जा को बचाएं
अगर आपको यह पसंद है तो कृपया भूलें मत
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Tricks use in this video will be very useful if you want to check your answer is correct or not after giving exams i.e. at the time of revision of answer sheet or if you are preparing for any kind of competitive exam like CAT, MAT, UPSC, BANKING CLERICAL, BANKING PO, ENGINEERING ENTRANCE EXAMS , AIEEE, JEE, GATE, NATA, State Engineering Entrance Exam, TANCET, ATMA , CEMAT, IBSAT, IIFT, ICET, JMET, K-MAT, NAT, NMAT, OPENMAT, RMAT, SET , WAT, AWES, XAT etc.
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