<h2>
Answer:200b-3000</h2>
Step-by-step explanation:
Let 
be the number of boats the boat house dock.
It is given that the boat house spends $
and charges $
for each boat.
Let 
be the profit associate with each boat.
So,profit associated with each boat=
It is also given that there exist a fixed cost of $
for a month.
So,the net profit is 
Answer:
a. 〈4,3〉
b. 〈-2,7〉
c. 〈11,4〉
Step-by-step explanation:
a. u + v
〈1,5〉 + 〈3, −2〉
〈1+3,5-2〉
〈4,3〉
b. u - v
〈1,5〉 - 〈3, -2〉
〈1-3,5-(-2)〉
〈-2,7〉
c. 2u + 3v
2*〈1,5〉 + 3*〈3,-2〉
〈2*1,2*5〉 + 〈3*3,3*(-2)〉
〈2,10〉 + 〈9,-6〉
〈2+9,10-6〉
〈11,4〉
To draw the vectors, let's put them on the origin (0,0), so let's draw the line until the point of its component form, with an arrow. The vectors are shown below.
Answer: 1500000
Step-by-step explanation:
The half of 3,000,000 is 1500000 so 1500000
A. The x values get larger Bc your moving right on the x-axis
The answer to your question is 54 because you have to bring over 2 to 3 and it would be 1x then bring over 52 and add it to 2 = 54
