Answer:
1. P(0.25 , 1.18)
2. P(1.25 , 2.37)
Explanation:
You have the following function:
![B=2^h](https://img.qammunity.org/2021/formulas/mathematics/college/2bti85j1dl3ouvegk5mf7a2i6btj14zd3o.png)
1. The coordinates of P specify the amount of the population of the bacteria B, in thousands for a specific values of h.
By the subdivisions of the x-axis, you can conclude that the h value of the coordinate P is h = 0.25. Then you replace this value in the function to find B:
![B=2^(0.25)=1.18](https://img.qammunity.org/2021/formulas/mathematics/college/yfz9bugckyayjo2g8jwo8rksf728glr5gr.png)
Then, after 0.25 hours there are 1.18 thousand of the bacteria B.
2. Once again, due to the subdivisions of the x-axis, you know that h, for point Q, is h = 1.15. You replace this value for B and you obtain:
![B=2^(1.25)=2.37](https://img.qammunity.org/2021/formulas/mathematics/college/tj0oh7g5lfj24yxbza1qhvp5ym3j20ybke.png)
Then, after 1.25 hours there are a population of 2.37 thousand of the bacteria B.