Ashley and Kendall are both downloading a large file online. Below are the numbers of seconds each has been downloading and the number of megabits downloaded. Which of these statements is true based on the given information?

Ashley:
Number of Seconds 2 4 8 10 11
Number of Megabits
Downloaded 12 24 48 60 66
Kendall:
Number of Seconds 3 5 8 14 18
Number of Megabits
Downloaded 12 20 32 56 72
A.
Ashley is downloading at a rate of 4 megabits per second, which is faster than Kendall is downloading.
B.
Kendall is downloading at a rate of 4 megabits per second, which is faster than Ashley is downloading.
C.
Ashley is downloading at a rate of 6 megabits per second, which is faster than Kendall is downloading.
D.
Kendall is downloading at a rate of 6 megabits per second, which is faster than Ashley is downloading.

Dude don't believe it that's not the answer It's probably one of the connexus teachers or something lying to see who cheated the real answer is Ashley is downloading faster at 6 megabits per second you gotta believe me

D. Kendall is downloading at a rate of 6 megabits per second, which is faster than Ashley is downloading.

thx Conexus student

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To determine which statement is true, we need to calculate the rate at which Ashley and Kendall are downloading the file. To find the download rate, we can divide the number of megabits downloaded by the number of seconds it took to download.

Let's calculate the download rate for Ashley:

For the first data point:
Rate = Number of Megabits Downloaded / Number of Seconds = 12 / 2 = 6 megabits per second

Similarly, we can calculate the download rate for Ashley for the other data points:

- Second data point: Rate = 24 / 4 = 6 megabits per second
- Third data point: Rate = 48 / 8 = 6 megabits per second
- Fourth data point: Rate = 60 / 10 = 6 megabits per second
- Fifth data point: Rate = 66 / 11 ā‰ˆ 6 megabits per second

Now, let's calculate the download rate for Kendall:

For the first data point:
Rate = Number of Megabits Downloaded / Number of Seconds = 12 / 3 = 4 megabits per second

Similarly, we can calculate the download rate for Kendall for the other data points:

- Second data point: Rate = 20 / 5 = 4 megabits per second
- Third data point: Rate = 32 / 8 = 4 megabits per second
- Fourth data point: Rate = 56 / 14 = 4 megabits per second
- Fifth data point: Rate = 72 / 18 = 4 megabits per second

Based on the calculations, we can see that Ashley's download rate is consistently 6 megabits per second, while Kendall's download rate is consistently 4 megabits per second.

Therefore, the correct statement is:

C. Ashley is downloading at a rate of 6 megabits per second, which is faster than Kendall is downloading.

nice who df even wants to see a teacher

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