Question
Which answer best explains the relationship between simple interest and a linear function? (1 point)
Simple interest eamed is the same each year much like a linear function has a graph that is curved.
When calculating simple interest, the value can change during different years much like a linear function can have many different points.
Simple interest eamed graphed shows a curve, while a linear function is a line.
Simple interest eamed is the same each year much like the slope of a linear function is always the same.
Simple interest eamed is the same each year much like a linear function has a graph that is curved.
When calculating simple interest, the value can change during different years much like a linear function can have many different points.
Simple interest eamed graphed shows a curve, while a linear function is a line.
Simple interest eamed is the same each year much like the slope of a linear function is always the same.
Answers
GPT-4o mini
The answer that best explains the relationship between simple interest and a linear function is:
**"Simple interest earned is the same each year much like the slope of a linear function is always the same."**
This is because simple interest grows at a constant rate, resulting in a straight-line graph, which is characteristic of linear functions where the slope remains constant.
**"Simple interest earned is the same each year much like the slope of a linear function is always the same."**
This is because simple interest grows at a constant rate, resulting in a straight-line graph, which is characteristic of linear functions where the slope remains constant.