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Example #X: XXXXXXX a XXXX</strong> </p> <p>When tossing a coin there XX no way XX XXXX if it will land head or XXXXX, even more if XX XXXX it XXXX XXXXX it XXX land XXX tails or XXX heads, both are possible results. The XXXX XXXX XXX XXXXXXXXXXX XX XXXXXXX XXXX is X.5 XXXX not XXXX the result will be XXX XXXXX and XXX XXXXX, it XXXXX that the XXXX XXXXX you repeat the XXXXXXXXXX XXX number of XXXXX XX XXX tails compared tothe number of times we XXX heads XXXX XXXX XX XX XXX XXXX. </p> <p><XXXXXX class="redactor-XXXXXX-converted">XXXXXXX #2: XXXXXXXXX,XXXXXXXX XXXXXXXXXXXXX.</XXXXXX> </p> <p>Companies XXXXXX XXXXX value in order XX extend a warranty XXX XXXXX products, (XXX’s consider a XXXXXXXX) XXX do XXXX XXXX how much XXXXXX XXXX charge? </p> <p>XXXXXXX XXXX the probabilities that a computer is XXXXXXXX XXX to any XXXXXX or malfunction XX X% or 0.08 XXX XXX cost XX XXXXXXX it is $XXX. If the XXXXXXX XXXX which XXXXXXXX would XX XXX, it could XXXX charge $800 for XXXXX computers XXX $0 XXX the rest. XXXXXXX, XXX company can’t know which XXXXXXXXX XXXX XX returned. Because XXXXX 8 in every XXX, or XXXX XX X in XXXXX XX XXXX be XXXXXXXX, XXXX should XXXXXX XX least XXX/25 = $32 XXX the XXXXXXXX XXXXXXXX. </p><p><strong XXXXX="XXXXXXXX-inline-XXXXXXXXX"><br></XXXXXX></p><p><XXXXXX class="XXXXXXXX-XXXXXX-XXXXXXXXX">XXX XXXX in few words</XXXXXX><br></p> <p>XX can’t XXXXXXX XXX XXXXX run behavior of a chance phenomenon due to its own XXXXXX XXXXXX. However, XXX XX XXX XXXXXXXXXX of the XXXXXXXXXX XXXX XX knowing the XXXXXXXX XX possible favorable outcomes XX the total possible outcomes and XXXXXXXXX XX XXXX XXXX XX the XXXXXXXXXX XX a particular outcome XX XXXXXX we can XXXXXXX XXX log run pattern XXXXXXXXXXXXX, but this result XXXX XXXX be XXXX experimentally in a XXXX XXXXXX of repetitions. </p>">
