The slope of the equation
Therefore, the correct interpretation of the slope in this context is: D. An infant's weight increases by an additional 1.25 pounds for each month.
Responses
A An infant's starting weight is 7 pounds.An infant's starting weight is 7 pounds.
B An infant's starting weight is 1.25 pounds.An infant's starting weight is 1.25 pounds.
C An infant's weight increases by an additional 7 pounds for each month.An infant's weight increases by an additional 7 pounds for each month.
D An infant's weight increases by an additional 1.25 pounds for each month.
11 answers
The slope of the equation
Therefore, the correct interpretation of the slope in this context is: D. An infant's weight increases by an additional 1.25 pounds for each month.
In the given equation
The slope of the equation is 17.5, which indicates the change in mass (in grams) for each additional day (the unit of the independent variable,
Therefore, the correct interpretation of the slope in this context is: D. Each additional day is associated with an additional 17.5 grams of mass.
In the equation
Thus, the correct interpretation of the slope is: D. A $1 increase in the bill is associated with a $0.14 increase in tip amount.
In the equation
When
Thus, the correct interpretation of the y-intercept in this context is: A. The infant's starting weight is 7 pounds.
In the equation
This means that for each additional week (increase in
Therefore, the correct interpretation of the slope in this context is: C. The sunflower's height increases by an additional 1 foot each week.
In the equation
Therefore, the correct interpretation of the y-intercept in this context is: D. Starting amount in his savings account.