A LiBrarian collected data on the number of pages in a chapter of a book. Interpret the slope and the y-intercept of the linear model. Round the slope to the nearest hundredth.
1) For every chapter of a book, there's an average of 1/10 page.
2) For every 10 chapters of a book, there's an average of 1 page.
3) For every chapter of a book, there's an average of 10 pages.
4) For every chapter of a book, there's an average of 0.1 page.
1) The slope of the linear model is 0.10, meaning that on average, each chapter of a book is 0.10 pages long. The y-intercept would be 0, as it represents the starting point of the data when there are no chapters.
2) The slope of the linear model is 0.10, meaning that for every 10 chapters of a book, there is an average of 1 page. The y-intercept would be 0, as it represents the starting point of the data when there are no chapters.
3) The slope of the linear model is 10, meaning that on average, each chapter of a book is 10 pages long. The y-intercept would be 0, as it represents the starting point of the data when there are no chapters.
4) The slope of the linear model is 0.10, meaning that on average, each chapter of a book is 0.10 pages long. The y-intercept would be 0, as it represents the starting point of the data when there are no chapters.
whats the answer
Apologies for the confusion in my previous response.
1) The slope of the linear model is 0.10, meaning that on average, each chapter of a book is 0.10 pages long. The y-intercept would be 0, as it represents the starting point of the data when there are no chapters.