Take a squared paper and arrange 48 squares in different number of rows as shown below:


What do you observe? As R increases, C decreases
Is `R_(1) : R_(2) = C_(2) : C_(1) ` ?

Take a squared paper and arrange 48 squares in different number of rows as shown below: What do you observe? As R increases, C decreases Is R_(3) : R_(4) = C_(4) : C_(3) ?

Take a squared paper and arrange 48 squares in different number of rows as shown below . What do you observe ? As R increases , C decreases Is R_(3) :R_(4) =C_(4):C_(3) ?

Take a squared paper and arrange 48 squares in different number of rows as shown below: What do you observe? As R increases, C decreases Is R and C inversely proportional to each other?

Take a squared paper and arrange 48 squares in different number of rows as shown below . What do you observe ? As R increases , C decreases Is R and C inversely proportional to each other ?

If r_(1)=8, r_(2)= 12r_(3)=24 then C=

The three resistances of equal value (R) are arranged in different combinations shown below . Arrange them in increasing order of power dissipation.

sum_(r = 0)^(n-1) (C_r)/(C_r + C_(r+1)) =

IF n and r are positive inegers such that r le n then ""^(n) C_(r) + ""^(n)C_(r-1) =