please help me with these two questions the first question of first one i have worked out
6 Safari File Edit 0 0 Ll; assword/Email irades Problem 1 Problem 2 Problem 3 Problem 4 Problem 5 Problem 6 Problem 7 Problem 8 Display Options ew equations as: \\ images ' MathJax 'row saved answers? ' Yes \\No Apply Options View History Bookmarks Window Help @a G u'e'wm X 6 webwork4.math.ucsb.edu O Entered Answer Preview Result (1/25)'P"(1-[P/(10"10)]) 1 p correct _ 1 _ _ 25 p( 1010) 58 incorrect 58 -2.63401289144566 incorrect At least one of the answers above is NOT correct. (2 pts) Cooper 13.8.6 The population of a certain planet is believed to be growing according to the logistic equation. The maximum population the planet can hold is 1010. In year zero the population is 50\\% of this maximum, and the rate of increase of the population is 10'3 per year. What is the logistic equation satised by the population, p. [Hint: previous question] p' = 1/25p(1-p/10/\\10) How many years until the population reaches 90% of the maximum? [Hint: use the general solution given in the text] number of How many years is it since the population was 109? number of years = - E Mon11247PM Daniequ q 9 ' 51 k $9M? 4\".7.44t36 >en Shot 5.r.8.56 AM 9ng- ...W11 copy 6 Safari File Edit ._, assword/Email rades \"roblem 1 3roblem 2 3roblem 3 Droblem 4 \"roblem 5 \"roblem 6 3roblem 7 3roblem 8 Display Options ew equations as: ) images ' MathJax 10w saved answers? y Yes )No ' pply Options View History Bookmarks Window Help @ a {D u 2;? Cl 75% -- 5 Mon 11:53 PM Daniel Wu Q Q l . U H webwork4.math.ucsb.edu 0 Prev Up Next Entered Answer Preview Result (25/49)*m'[1'(m/50)] incorrect incorrect incorrect At least one of the answers above is NOT correct. : 2 of the questions remain unanswered. 'E'Mfui 4.14436 (2 ptS) Cooper 13.8.7 Q] A colony of bacteria is growing in a petri dish which has a maximum capacity of 60mg. The mass of bacteria is increasing at a rate an Shot given by the logistic equation. Initially there is 2mg of bacteria and the rate of increase is 1mg per day. $13.56 AM Write down the logistic equation satisfied by the mass, m. m' = ' K When will the mass of bacteria be 30mg? number of days = _ '2ng- What is the mass Gn GRAMS) of bacteria 10 days after the mass was 2mg? mass = grams n Shot
