1) Suppose a dice-rolling experiment has dice(n) = 1000 e a) What percentage of dice remain...

 

Transcribed Image Text:

1) Suppose a dice-rolling experiment has dice(n) = 1000 e a) What percentage of dice remain after each roll? -0.2310490602 n as its model. b) Write this formula in the form dice(n) = 1000 (p)", where p is some percentage. 2) A bacteria culture is left to grow for a week. The culture began with 670 bacteria. After one day there were 804 bacteria. After two days there were 965 bacteria. After three days there were 1158 bacteria. Write this formula in the form bacteria (n) = N (p)", where N and p are numbers. 1) Suppose a dice-rolling experiment has dice(n) = 1000 e a) What percentage of dice remain after each roll? -0.2310490602 n as its model. b) Write this formula in the form dice(n) = 1000 (p)", where p is some percentage. 2) A bacteria culture is left to grow for a week. The culture began with 670 bacteria. After one day there were 804 bacteria. After two days there were 965 bacteria. After three days there were 1158 bacteria. Write this formula in the form bacteria (n) = N (p)", where N and p are numbers.

Answer rating: 100% (QA)

1 The number of dice is given by dicen 1000e02310490602n a We see dicen1 1000e0231049... View the full answer