crom
18.02.2020 •
Mathematics
2. A(x) = x (50 - x)
Find the following:
a. A(10) =
b. A(20) =
c. A(30) =
d. A(x) = 0
e. When is A(x) at its maximum?
Explain or show how you know.
Solved
Show answers
More tips
- F Family and Home Ways to Attract Wealth into Your Home...
- F Family and Home 5 Tips for Choosing Toys for Your Child...
- L Leisure and Entertainment How to Find a Phone Number by Address: The Ultimate Guide...
- P Philosophy How to Properly Create a Vision Board?...
- C Computers and Internet What is Web 2.0 and How Does it Work?...
- S Style and Beauty Is Photoepilation the Solution to Unwanted Hair Forever?...
- O Other What is a Disk Emulsifier and How Does it Work?...
- F Family and Home What does a newborn need?...
- F Family and Home Choosing the Right Car Seat for Your Child: Tips and Recommendations...
- F Food and Cooking How to Get Reconfirmation of Registration?...
Answers on questions: Mathematics
- M Mathematics Match the value of a that makes each statement true...
- M Mathematics The graph of f(x), shown below in pink, has the same shape as the graph of g(x) = x2, but it is flipped over the x-axis and shifted down 2 units. what is its equation?...
- M Mathematics Candida has a revolvine credit account at an annual percentage rate of 24% her previous monthly balance is $549.79 find the new balance using the previous month s balance method of...
- M Mathematics urgent consider these function...
- M Mathematics F(x)= 4x-1/2x^3 how do you do this...
- M Mathematics PLS HELP ME NEED TO SHOW FULL WORK...
Ответ:
B) $814
Explanation:
Step 1. Calculate the volume of the parts.
Start with what you know: you have an order for 300 steel parts.
The next piece of information about the parts is their volume.
900 cm³ = 1 part. Calculate the volume
V = 300 × 900/1
V = 270 000 cm³
Step 2. Calculate the mass of the parts.
8.15 g = 1 cm³ Calculate the mass
m = 270 000 × 8.15/1
m = 2 200 500 g
Step 3. Convert the mass to kilograms
1 kg = 1000 g Convert to kilograms
m = 2 200 500 × 1/1000
m = 2 200.5 kg
Step 4. Calculate the total cost
$0.37 = 1 kg Calculate the cost
C = 2 200.5 × 0.37/1
C = $814