math problem :The pattern 10 (.95)^ x is a typical pattern for insulin. Please explain whet the 10 and the .95 mean when the graph y axis is 10 and the x axis is k

In the given pattern, 10 represents the initial dosage or level of insulin, while 0.95 represents the rate at which the insulin decreases or decays over time.

To understand this pattern better, let's break it down step by step:

1. The number 10: This represents the initial level of insulin dosage or concentration. It could be considered as the starting point or baseline for the insulin.

2. The number 0.95: This is the decay rate or the rate at which the insulin decreases over time. In this case, it indicates that the insulin concentration will decrease by 5% in each step or interval of x.

To see the relationship between the values on the graph, you can interpret it as follows:
- The x-axis: This represents the variable x, typically denoting time or intervals.
- The y-axis: This represents the corresponding values on the y-axis, which indicate the dosage or concentration of insulin at a particular time or x value.

For example, if x were equal to 1, you would substitute that value into the pattern: 10(.95)^1. This would give you a value of 9.5, indicating that at x = 1, the insulin concentration is 9.5.

By continuing this process for various values of x, you can plot the corresponding points on the graph. This will help you visualize the pattern and how the insulin concentration decreases over time based on the given decay rate.