read the description of a proportional relationship. as a young girl, christina enjoyed watching her father…

read the description of a proportional relationship. as a young girl, christina enjoyed watching her father make things in his woodworking shop. now that shes grown up, christina builds wooden furniture for a living. her most popular product is a cedar porch swing. there is a proportional relationship between the time (in days) christina spends making porch swings, x, and the number of swings she builds, y. the equation that models this relationship is y = 0.5x. at this rate, how many swings can christina build in 36 days? write your answer as a whole number or decimal. swings

read the description of a proportional relationship. as a young girl, christina enjoyed watching her father make things in his woodworking shop. now that shes grown up, christina builds wooden furniture for a living. her most popular product is a cedar porch swing. there is a proportional relationship between the time (in days) christina spends making porch swings, x, and the number of swings she builds, y. the equation that models this relationship is y = 0.5x. at this rate, how many swings can christina build in 36 days? write your answer as a whole number or decimal. swings

Answer

Explanation:

Step1: Substitute the value of (x) into the equation

Given the equation (y = 0.5x), and (x = 36) (days). Substitute (x = 36) into (y=0.5x), we get (y = 0.5\times36).

Step2: Calculate the value of (y)

(y=0.5\times36=\frac{1}{2}\times36 = 18)

Answer:

(18)