number of hours they worked at a cake shop during the holidays and the number of cakes they delivered in a week.
Graph shows 0 to 60 on x axis and y axes at increments of 10. The label on the x axis is Weekly Hours Worked, and the label on the y axis is Number of Cakes Delivered. Dots are made at the ordered pairs 12, 13 and 16, 15 and 20, 27 and 23, 21 and 26, 37 and 31, 29 and 35, 41 and 38, 46 and 42, 52 and 43, 49 and 45, 54 and 49, 51.
Which statement best describes the relationship between the number of hours spent working at the cake shop and the number of cakes delivered?
Idk need help
Yes, you do.
What are your answer choices?
To determine the relationship between the number of hours worked at the cake shop and the number of cakes delivered, we can analyze the data provided and observe the pattern on the graph.
The data points given are as follows:
(12, 13)
(16, 15)
(20, 27)
(23, 26)
(27, 23)
(29, 35)
(31, 29)
(37, 31)
(38, 41)
(42, 46)
(43, 52)
(45, 49)
(49, 54)
(51, ?)
By plotting these points on the graph, we can see a general positive trend. As the number of hours worked increases, the number of cakes delivered also tends to increase. This indicates a positive correlation between the two variables.
To confirm this, we can observe that the ordered pairs on the graph move mostly in an upward direction from left to right.
Based on the given data and the pattern observed on the graph, we can conclude that as the number of hours worked at the cake shop increases, the number of cakes delivered also tends to increase. Therefore, the statement that best describes the relationship is that the number of cakes delivered is positively related to the number of hours worked.