Prove that 2 is not a rational number using long division method ( up to 4 decimal places).
Answers
The given value is
The given value is 3125
The given value is 312513
The given value is 312513
The given value is 312513 the denominator is 3125 which can be written as:
The given value is 312513 the denominator is 3125 which can be written as:3125=2
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5 n
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5 n
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5 n max(m,n)=5
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5 n max(m,n)=5∴ the expansion is terminating decimal it terminates after
The given value is 312513 the denominator is 3125 which can be written as:3125=2 0 ×5 5 it is in the form of 2 m ×5 n max(m,n)=5∴ the expansion is terminating decimal it terminates after max(m,n)=5 places from the decimal [since m=0,n=5]