Exact(60)
Thus, is continuous on.
Then, is continuous on.
(1) is continuous on.
Obviously, is continuous on.
The map is continuous on.
where,, is continuous on,, exist, ;, ;.
Note that is continuous on.
which proves that is continuous on.
(b) provided that is continuous on.
We have F is continuous on R +.
F is continuous on ((0,infty)).
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