Solve 1st part only
(Class 9th Ch 1 THE NUMBER SYSTEM)
Answers
Answer:
Ans. (i)
On dividing 36 by 100, we get
Therefore, we conclude that, which is a terminating decimal.
(ii)
On dividing 1 by 11, we get
We can observe that while dividing 1 by 11, we got the remainder as 1, which will continue to be 1.
Therefore, we conclude that, which is a non-terminating decimal and recurring decimal.
(iii)
On dividing 33 by 8, we get
We can observe that while dividing 33 by 8, we got the remainder as 0.
Therefore, we conclude that, which is a terminating decimal.
(iv)
On dividing 3 by 13, we get
We can observe that while dividing 3 by 13 we got the remainder as 3, which will continue to be 3 after carrying out 6 continuous divisions.
Therefore, we conclude that, which is a non-terminating decimal and recurring decimal.
(v)
On dividing 2 by 11, we get
We can observe that while dividing 2 by 11, first we got the remainder as 2 and then 9, which will continue to be 2 and 9 alternately.
Therefore, we conclude that, which is a non-terminating decimal and recurring decimal.
(vi)
On dividing 329 by 400, we get
We can observe that while dividing 329 by 400, we got the remainder as 0.
Therefore, we conclude that, which is a terminating decimal.
Answer:
this is the answer of this question.
