need solution asap within 30 minutes

the bread (when he Is making the ordinary recipe, not the fancy You do not need to solve this system of equations estion 3 (a) In this question we model a female population of grasshoppers using the Leslie population model. We divide the population Into two age groups with birth parameters for groups 1 and ? being bj = 1/4 and by = 3/2 respectively. The survival probability from group 1 to group 2 h $1 = 1/2. (1) Write down the Leslie matrix L for this population of female grasshoppers 70 (li) If the initial population is given by No = 140 , where groups 1 and 2 correspond to the top and bottom entries respectively, then calculate x2. (iii) Find an invertible matrix P and a diagonal matrix D such that L = PDP-1 (iv) Consider the initial population Xo from (ii). In the long term, how many members are in each group, and what is the ratio of the number of female grasshoppers in group 1 to the number of female grasshoppers in group 2? ) Recall that a square matrix X is symmetric if XT= oduct A A is defined, and the result is a Let A and B bee