Math, asked by naninarasimhampe3xd1, 1 year ago

the number of positive divisors of 1995 is

Answers

Answered by ruhisinghhal12pciwd7
2

hope it will help you.....
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Attachments:

ruhisinghhal12pciwd7: and the ans
naninarasimhampe3xd1: how
ruhisinghhal12pciwd7: the no. which i gave you just divide those no.s with 1995
ruhisinghhal12pciwd7: the no. Will be divisible
naninarasimhampe3xd1: that i got it but how can we do that much fast
naninarasimhampe3xd1: in option 16 is there so 16 no are divisible for1995 but how
ruhisinghhal12pciwd7: we have to just divide every no with it
ruhisinghhal12pciwd7: the no.s which are completely divided that will be answer
naninarasimhampe3xd1: iam not geeting it i know all no are divisible 1995 but that much fast i cant get it is there any short cut
naninarasimhampe3xd1: hello
Answered by Golda
2

Solution :_

The positive divisors of 1995 are as follows.

A) 1 and 1995

B) 3 and 665

C) 5 and 399

D) 7 and 285

E) 15 and 133

F) 19 and 105

G) 21 and 95

H) 35 and 57

So, there are 16 positive divisors of 1995.

These are 1, 3, 5, 7, 15, 19, 21, 35, 57, 95, 105, 133, 285, 399, 665 and 1995

Answer.

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