Consider a tiny web consisting of 6 sites Site 1 is a Johns

Consider a tiny web consisting of 6 sites. Site 1 is a John’s homepage. John teaches calculus and his site points to sites 2 and 3. Site 2 is the course syllabus and does not point to any other sites. Site 3 is the calculus course website. It points back at John’s homepage and also at the course syllabus. It also points at Emily’s webpage, site 5. (Emily is the TA for the course.) Site 4 belongs to a friend of Emily’s, Jack. It points at Emily’s website and at Jack’s old website, site 6. Emily’s website points at both Jack’s pages, the new one 4 and the old one 6. Jack’s old webpage 6 points at his new webpage 4.

b) Consider the stochastic process where from each site you go equally likely to any of the sites it points to. What happens when you eventually reach site 2?

Solution

as site 2 does not point to any other sites therefore u will struck at page 2