Answer :
Out of 600 urns, 75 are defective.
Non-defective: 600-75=525
So the probablity of selecting a non-defective urn: P(n)=525/600=7/8
Non-defective: 600-75=525
So the probablity of selecting a non-defective urn: P(n)=525/600=7/8
Total number of urns urns = 600 urns
Total number of defective urns = 75 urns
Total number of non-defective urns = 600 urns-75 urns
=525 urns
Proability of getting non-defective urns = 525/600
=7/8 or 0.875
Total number of defective urns = 75 urns
Total number of non-defective urns = 600 urns-75 urns
=525 urns
Proability of getting non-defective urns = 525/600
=7/8 or 0.875