For a tall kitchen bag the volume is set to be 240 in3.
a. Write the polynomial K(x) = V(x) – 240 = _______________?
To write the polynomial K(x) = V(x) - 240, we need to understand the given information.
From the question, we know that the volume of a tall kitchen bag is set to be 240 in^3. Let's denote the variable x as the unknown value, and V(x) as the volume of the bag in terms of x.
So, we can write V(x) = 240, since the volume is set to be 240 in^3.
Now, to write the polynomial K(x) = V(x) - 240, we substitute the value of V(x) and subtract 240.
K(x) = V(x) - 240
K(x) = 240 - 240
K(x) = 0
So, the polynomial K(x) = V(x) - 240 is simply K(x) = 0.