c.what happens to the cost as x approaches 100%? how can you interpret this observation?\na. the cost…

c.what happens to the cost as x approaches 100%? how can you interpret this observation?\na. the cost increases at a steady rate. a very large amount of money will be enough to inoculate 100% of the population.\nb. the cost is constant. it costs the same to inoculate 100% of the population as it does to inoculate 90% of the population.\nc. the cost keeps rising. no amount of money will be enough to inoculate 100% of the population.\nd. the cost decreases. as you near 100% of the population inoculated the cost starts to decrease.

c.what happens to the cost as x approaches 100%? how can you interpret this observation?\na. the cost increases at a steady rate. a very large amount of money will be enough to inoculate 100% of the population.\nb. the cost is constant. it costs the same to inoculate 100% of the population as it does to inoculate 90% of the population.\nc. the cost keeps rising. no amount of money will be enough to inoculate 100% of the population.\nd. the cost decreases. as you near 100% of the population inoculated the cost starts to decrease.

Answer

Brief Explanations:

In real - world scenarios related to inoculation, as the percentage of the population to be inoculated approaches 100%, there are often logistical, biological, and other challenges. For example, reaching the last few individuals might be extremely difficult and costly due to factors like hard - to - reach locations, individuals with specific medical conditions making inoculation complex, etc. As a result, the cost keeps rising and it becomes practically impossible to have enough money to inoculate 100% of the population.

Answer:

C. The cost keeps rising. No amount of money will be enough to inoculate 100% of the population.