If
a + 1 + 2a = 0, then the value of
a^37-1/a^100
@charvar said: @sumit1234567890 how please explain
this is the formula of (a+1)^2=0
a+1=0
a=-1
now put the values to get the result
If
a^2 + 1 + 2a = 0, then the value of
a^37-1/a^100
If
a^2 + 1 + 2a = 0, then the value of
a^37-1/a^100
If
a^2 + 1 + 2a = 0, then the value of
a^37-1/a^100
@charvar said: @sumit1234567890 how please explain
this is the formula of (a+1)^2=0
a+1=0
a=-1
now put the values to get the result
throw light on statistics paper... how was it
@charvar said: If a + 1 + 2a = 0, then the value of a^37-1/a^100
Charvar bhai, question mein typo tha
..isley samjh nahi aa raha tha ki kaise karein.. :)
..isley samjh nahi aa raha tha ki kaise karein.. :)otherwise it was a pure simple quadratic equation and can be solve by using simple value subsitition. 

hii puys , ny strategy for RC questions in english , dey form d bulk of the paper and comprise of 50 questions which would make a big difference 
@harsh1839 said: hii puys , ny strategy for RC questions in english , dey form d bulk of the paper and comprise of 50 questions which would make a big difference
How do u know question will be 50. Last year ki tarah phir se karisma karenge kaya.