Given function for remaining amount of money over $2500 earnings E(x) = x-2500.
And function for total commission earn C(x) = 0.02x.
We need to find the composite function that would use to calculate your commission earned if you sold $6000.
The composite function that would use to calculate your commission earned would be : C of E(x).
That is C(E(x)) = (C o E)(x) = 0.02(x-2500).
<em>Now, in order to calculate the commission earned if you sold $6000, we need to plug x=6000 in (C o E)(x) = 0.02(x-2500) composite function.</em>
(C o E)(x) would become (C o E)(6000).
<h3>Therefore, correct option is first option (C o E)(6000).</h3>
Answer:
-3/2
Step-by-step explanation:
the constant of variation is commonly known as <em>k .</em>
<em />
y/x= <em>k</em>
<em />
so -3/2 is your answer
y=mx+b - slope intercept form
Slope = 1, y-intercept = 4
m is also the slope
b is the y-intercept
answer;
y=x+4
Fractions Area Volume length h
He sold 72 planters in total.
72/4= 18
18 is what he sold on the first day
14 on the second day
20 on the third day
20 on the fourth day.