Tutorial 1 (1.1) Let B = {r, y} and c> 0. Suppose the function f on B × B satisfies Sf(2, 2) = f(y, y) = 0, f(r, y) = f(y, ) = c. Show that f is a metric on B.


Tutorial 1<br>(1.1) Let B = {r, y} and c> 0. Suppose the function f on B × B satisfies<br>Sf(2, 2) = f(y, y) = 0,<br>f(r, y) = f(y, ) = c.<br>Show that f is a metric on B.<br>

Extracted text: Tutorial 1 (1.1) Let B = {r, y} and c> 0. Suppose the function f on B × B satisfies Sf(2, 2) = f(y, y) = 0, f(r, y) = f(y, ) = c. Show that f is a metric on B.

Jun 04, 2022
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