By comparing both the graphs it can be said that the graph of the function [g(x) = INT(x) + 4] is translated by 3 units up from the graph of f.
Given :
- A bakery is having a weekend promotion. On Saturday, customers get a mini-bagel for every dollar they spend, plus two bonus mini-bagels.
- On Sunday, customers get the same deal, but with four bonus mini-bagels.
- Let the function f(x) = INT(x) + 2 represent the number of mini-bagels a customer receives for spending x dollars on Saturday.
- Let the function g(x) = INT(x) + 4 represent the number of mini-bagels a customer receives for spending x dollars on Sunday.
The graph of the function [f(x) = INT(x) + 2] is attached below shown in blue colour lines.
The graph of the function [g(x) = INT(x) + 4] is attached below shown in red colour lines.
By comparing both the graphs it can be said that the graph of the function [g(x) = INT(x) + 4] is translated by 3 units up from the graph of f.
For more information, refer to the link given below:
https://brainly.com/question/23017717
