You observed that a cache hit produces a gain of $99$ cycles $(1$ cycle vs$.100),$ but it produces a loss of $5$

cycles in the case of a miss $(105$ cycles vs$.100).$ In the general case, we can express these two quantities

as G $($gain$)$ and L $($loss$).$ Using these two quantities $($G and L$),$ identify the highest miss rate after which

the cache use would be disadvantageous