## A bakery started with 200 muffins in stock when it opened for the day. The table shows points representing the number of muffins left in stock after serving the given number of customers. Number of customers served 0 30 60 90 Number of muffins left 200 175 150 125 Let x = the number of customers served and y = the number of muffins left. Select each of the following equations in point-slope form that represents the number of muffins left in stock. y−150=−65(x−60)y−150=−65(x−60) y−150=−56(x−60)y−150=−56(x−60) y−60=−65(x−150)y−60=−65(x−150) y−60=56(x−150)y−60=56(x−150) y−125=−56(x−90)y−125=−56(x−90) y−175=−56(x−30)y−175=−56(x−30) y−175=56(x−30)y−175=56(x−30) y−60=−56(x−150)

October 13, 2019// Blog//

**Answer:**

** The graph of g(x) is obtained by shifting down the graph of f(x) by 17 units.**

**Step-by-step explanation:**

Given : The functions f(x) and g(x) are described below:

f(x) = 32x + 8 and g(x) = 32x − 9

To find : The graph of g(x) is obtained by shifting down the graph of f(x) by _____ units.

Solution : We have given that

Parent function f(x) = 32x + 8

Transformed function g(x) = 32x − 9.

We can write it in form of parent by adding and subtracting 8 on right side

g(x) = 32x − 9 + 8 -8

g(x) = 32x + 8 -9 -8.

g(x) = 32x + 8 -17.

By the transformation rule we can write f(x) – k mean function f(x) is shifted down by k unit.

We can see The graph of g(x) is obtained by shifting down the graph of f(x) by 17 units.

**Therefore, The graph of g(x) is obtained by shifting down the graph of f(x) by 17 units.**