alexandra works at a digital marketing agency. she has a base salary of $200 per week. additionally, for…

alexandra works at a digital marketing agency. she has a base salary of $200 per week. additionally, for every online campaign she manages, she earns $15. in her first month, alexandra managed a total of 20 campaigns. if she wants to represent her weekly earnings with a linear function, f(x)=mx + b where f(x) is her total earnings and x is the number of campaigns she manages, what will be the slope m and the y - intercept values? m = 15 and b = 200 m = 200 and b = 20 m = 200 and b = 15 m = 20 and b = 200

alexandra works at a digital marketing agency. she has a base salary of $200 per week. additionally, for every online campaign she manages, she earns $15. in her first month, alexandra managed a total of 20 campaigns. if she wants to represent her weekly earnings with a linear function, f(x)=mx + b where f(x) is her total earnings and x is the number of campaigns she manages, what will be the slope m and the y - intercept values? m = 15 and b = 200 m = 200 and b = 20 m = 200 and b = 15 m = 20 and b = 200

Answer

Answer:

A. $m = 15$ and $b = 200$

Explanation:

Step1: Identify slope meaning

Slope $m$ is rate per campaign. $m = 15$ (earns $15 per campaign).

Step2: Identify y - intercept meaning

Y - intercept $b$ is base salary. $b = 200$ (base salary of 200 per week).