00:01
So, according to our first part, we need to write first the all paths from s to t.
00:12
So, first we have here that is s to a, then a to b, then b to g and then g to t.
00:21
So, that is equal to we have 5 plus 7 plus 2 plus 10 that is equal to we have 24.
00:31
Now, second path we have s to a, a to b, b to g, g to d and d to t.
00:42
So, that is equal to we have 5 plus 7 plus 2 plus 1 plus 9 that is equal to we have again 24.
00:55
Now, after this we have to write that is s to a, a to b, b to g, g to d and d to e and e to.
01:09
So, that is equal to we have here 5 plus 7 plus 2 plus 1 plus 4 plus 4 and that is equal to we have 23.
01:23
Now, next part we need to write s to a, a to b, b to c, c to d and d to t...