rohit visited a pumpkin patch with his family. the table shows the relationship between the weight and price…

rohit visited a pumpkin patch with his family. the table shows the relationship between the weight and price of a pumpkin. which statement describes the slope of a graph of the data? for each additional pound, the price increases $0.50. for each additional pound, the price increases $1.50. for every additional dollar, the pumpkin can increase by 1.5 pounds. for every additional dollar, the pumpkin can increase by 0.5 pounds.

rohit visited a pumpkin patch with his family. the table shows the relationship between the weight and price of a pumpkin. which statement describes the slope of a graph of the data? for each additional pound, the price increases $0.50. for each additional pound, the price increases $1.50. for every additional dollar, the pumpkin can increase by 1.5 pounds. for every additional dollar, the pumpkin can increase by 0.5 pounds.

Answer

Explanation:

Step1: Calculate the slope

The formula for slope (m=\frac{y_2 - y_1}{x_2 - x_1}). Let (x) be the weight (in lb) and (y) be the price (in $). Take two points ((4,6)) and ((8,12)). (m=\frac{12 - 6}{8 - 4}=\frac{6}{4}=1.5) This means for each additional pound ((\Delta x = 1)), if we consider the unit - rate. Since the slope (m = 1.5=\frac{\text{Change in }y}{\text{Change in }x}), when (\text{Change in }x = 1) (1 additional pound), (\text{Change in }y=1.5) (price increase).

Answer:

For each additional pound, the price increases ($1.50).