The graph below shows the trend in the number of cases of people infected with the coronavirus in a particular country. Jamie claims that the trend shown is approximated by a linear equation of the form , where is the number of days and is the number of infections. Explain why she is wrong.

It won't just hand you the answer — it asks where you're stuck.How the checker works
Worked solution
6
1. Identify why the graph does not support the stated linear model
The vertical axis is not a normal linear scale, since are equally spaced. It is a logarithmic scale. Therefore, the dashed straight line on the graph is not evidence that is directly proportional to , so the trend cannot be approximated by from this graph.
Jamie is wrong because the vertical axis is on a logarithmic scale: the labels are equally spaced. Hence a straight line on this graph does not represent a linear relationship in the actual number of infections.
AI analysis — may contain mistakes.
Worked this one out on paper? Snap your steps and Gigle's AI math checker will circle the step where it went wrong.
More questions on this topic
- 1Explain how the line graph above may be misleading. Answer ...
- 2Below is a graph from the Annual Climate Singapore 2023, which shows the top 10 warmest years in Singapore since 1929. S…
- 3A website shows a poster of the poaching statistics of African elephants. Explain how the poster above may be misleading…
- 4The graph shows the number of cyclists in an annual cycling marathon for the years 2017 to 2019. State one aspect of the…
- 5A company presented their 2023 financial report in this graph. State one aspect of the graph that may be misleading and…