Question: please help. Below is a scatterplot describing the relationship between shoe size and height. The regression equation is y = 49.78 + 1.77 x and

please help.

Below is a scatterplot describing the relationship between shoe size and height. The regression equation is y = 49.78 + 1.77 x and the linear correlation coefficient is 0.70037 Height Can shoe size help us determine height? 75 70 65 60 (sessalb fiber 55 Shoe Size 10 12 14 a) What is the form? LinearHar vests len eris al dedw gagns daylily b) What is the direction? Positive c) How is the strength measured and what is it? Wake d) Are there any outliers? If so, circle them on the graph. yes e) In forensics, detectives often use shoe prints to determine the height of the suspect they are looking for. A large shoe print means they are looking for a tall suspect and a small shoe print means they are looking for a short suspect. Using the regression equation, predict the height of the suspect with a shoe print of 10. (round to the tenths place) y = a + bX + e 4= 49.78+ 1.77 ( 10) 4= 67.48 f) Interpret the y-intercept and the slope for the regression line using the context for the data. In other words, your interpretations should refer to shoe size and how it relates to height
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