1. The problem involves analyzing the weight growth of animals (Bibi and Boa) over time in months (0, 3, 6) and plotting their weights on a graph. 2. We are given time points $t = 0, 3, 6$ months and corresponding weights in kilograms. The vertical axis ranges from 0 to 200 kg in increments of 20. 3. To plot the data, we place points at $(t, \text{weight})$ for each animal. For example, if Bibi's weight at 0 months is $w_0$, at 3 months $w_3$, and at 6 months $w_6$, plot points $(0, w_0)$, $(3, w_3)$, and $(6, w_6)$. 4. The graph's horizontal axis increments by 1, 2, 3, corresponding to months, and the vertical axis increments by 20 kg. 5. This setup allows us to visualize the growth trend of the animals over time. 6. Since no explicit functions or formulas are given, the main task is to correctly plot the points and interpret the growth pattern. Final answer: Plot the points $(0, w_0)$, $(3, w_3)$, and $(6, w_6)$ for each animal on a graph with vertical axis from 0 to 200 kg in increments of 20 and horizontal axis in months 0, 3, 6.