Question

classify the decimal form of the given rational no. into terminating and non terminating recurring type :100/3

answer fast and asap pls its urgent for god's sake$100/3$

Answer 1

Step-by-step explanation:

We have, 

A) 513=51×2013

So, the denominator 5 of 513 is of the form 2m×5n, where m,n are non-negative integers.

Hence, 513 has terminating decimal expansion. 

B) 112

So, the denominator 11 of 112 is not of the form 2m×5n, where m,n are non-negative integers.

Hence, 112 has non-terminating decimal expansion. 

C) 1629=24×5029

So, the denominator 16 of 1629 is of the form 2m×5n, where m,n are non-negative integers.

Hence, 1629 has terminating decimal expansion. 

D) 12517=5

Answer 2

Answer:

answer is

Step-by-step explanation:

We have, 

A) 513=51×2013

So, the denominator 5 of 513 is of the form 2m×5n, where m,n are non-negative integers.

Hence, 513 has terminating decimal expansion. 

B) 112

So, the denominator 11 of 112 is not of the form 2m×5n, where m,n are non-negative integers.

Hence, 112 has non-terminating decimal expansion. 

C) 1629=24×5029

So, the denominator 16 of 1629 is of the form 2m×5n, where m,n are non-negative integers.

Hence, 1629 has terminating decimal expansion. 

D) 12517=5