you set up a bulletin board site on the internet. For the first six days , the number of hits or people who visit your site are given below. Make a conjecture on how many hits your site will get on day 7 and 8
I don't see a consistent pattern,
here is what I have
double
double
double minus 1
double plus 3
double minus 2
? I am not sure that I understand
I did not give you the numbers, sorry
Day 1: 10 hits
Day 2: 20 hits
Day 3: 40 hits
Day 4: 79 hits
Day 5: 161 hits
Day 6: 320 hits
Yes! How many hits do you think the next two days will have?
so I guess start the pattern over and double again so 640 and 1280?
Right.
To make a conjecture on how many hits your site will get on day 7 and 8, we need to analyze the given data for the first six days. Without the actual data, I won't be able to provide an accurate answer. However, I can guide you on how to make a conjecture based on the given information.
1. Examine the data: Look at the number of hits or visitors your site received on each of the first six days. Identify any patterns or trends that may emerge. For example, check if the number of hits is increasing, decreasing, or staying relatively constant.
2. Plot the data: Create a graph or table to visualize the number of hits on each day. This will help you observe any patterns more easily.
3. Analyze the trend: Based on the graph or table, try to identify any patterns in how the number of hits is changing over time. Are there any noticeable increases or decreases in the number of hits from one day to the next?
4. Make a conjecture: Using the patterns you observed, make an educated guess or conjecture for the number of hits on day 7 and day 8. For example, if you notice a consistent increase in hits each day, you could reasonably assume that the trend will continue on day 7 and day 8.
Remember, making a conjecture is not the same as providing an accurate prediction. It is a reasoned guess based on the available data and patterns observed so far. The accuracy of your conjecture will largely depend on the consistency and reliability of the observed trends in the given data.