A disease is spreading throughout a campus. Each day, the percentage of people infected depends on the percentage of people infected the day before, according to the DTDS _ 6.7m "n+1 _ 1 + 0.0673,," where 0 5 gm, <_: a for this question your answers must be accurate to at least two decimal places: so you carry more places in successive calcuiations avoid cumulative round-off error. if of the people are initially infected what percentage will after rst day answer: n umber second third b find all equilibrium points dynamical system. there is than one. separate them with semi-oolons give exact value e c graph updating function dtds given below. use it draw some cobweb diagrams by hand and then answer questions do expect eventually number units on m-axis below days fixed y-axis o solution>