A survey asking mobile phone users how long they would wait for a page to load found the following results. Find the probabilities that a person would wait the following amounts. Time (Seconds)...


A survey asking mobile phone users how long they would wait for a page to load found the following results. Find the probabilities that a person would wait the following amounts.<br>Time (Seconds)<br>Percentage<br><1<br>2%<br>(a) No more than 10 seconds<br>(b) At least 6 seconds<br>(c) Between 6 and 20 seconds, inclusive<br>(d) Between 1 and 15 seconds, inclusive<br>1-5<br>14%<br>6-10<br>29%<br>11-15<br>19%<br>16-20<br>16%<br>> 20<br>20%<br>(a) The probability that a person would wait no more than 10 seconds is 45.<br>(Type an integer or a decimal.)<br>(b) The probability that a person would wait at least 6 seconds is<br>(Type an integer or a decimal.)<br>

Extracted text: A survey asking mobile phone users how long they would wait for a page to load found the following results. Find the probabilities that a person would wait the following amounts. Time (Seconds) Percentage <1 2%="" (a)="" no="" more="" than="" 10="" seconds="" (b)="" at="" least="" 6="" seconds="" (c)="" between="" 6="" and="" 20="" seconds,="" inclusive="" (d)="" between="" 1="" and="" 15="" seconds,="" inclusive="" 1-5="" 14%="" 6-10="" 29%="" 11-15="" 19%="" 16-20="" 16%=""> 20 20% (a) The probability that a person would wait no more than 10 seconds is 45. (Type an integer or a decimal.) (b) The probability that a person would wait at least 6 seconds is (Type an integer or a decimal.)

Jun 10, 2022
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