# The party of 80 identical in appearance products

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# Description

The task of the theory of probability
The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

The party of 80 identical in appearance of products made 30 varieties of articles I and II 50 product varieties. What is the probability that two randomly combined products will be:
a) one variety;
b) different varieties?

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