Question

When composing the models of two functions, how are the input/output units of the inside and...

When composing the models of two functions, how are the input/output units of the inside and outside functions related? When working with products of models, how are the input/output units of the models related? Explain, using examples, how the units help interpret the meaning of the derivative in context.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
When composing the models of two functions, how are the input/output units of the inside and...
When composing the models of two functions, how are the input/output units of the inside and outside functions related? When working with products of models, how are the input/output units of the models related? Explain, using examples, how the units help interpret the meaning of the derivative in context. Please, need the answer ASAP.
functions exist in a variety of settings outside of the commonly known examples of plugging in...
functions exist in a variety of settings outside of the commonly known examples of plugging in a number and receiving a number as an output. For example, if using the letters on a keyboard and monitor for a computer (assuming everything is connected properly), pushing the B key on the keyboard will result in the letter b appearing on the monitor. With differing keystrokes resulting in a different letter appearing across the screen, the relation connecting the keystrokes of the...
Suppose that we have perfectly competitive input markets (for both capital and labour) and output markets....
Suppose that we have perfectly competitive input markets (for both capital and labour) and output markets. Firm Tomato Harvesting produces canned tomatoes which it sells at $50 (it is a big can of tomatoes!). Suppose that initally the firm’s production technology is given by: f(k,l)= √l A technological innovation has occured however! A new tomato harvester has been invented by a professor at UC Davis. If the firm employs the tomato harvester, the new production technology is given by: f(k,l)...
A. Choose a particular content domain (e.g., math, science, history, English literature) and give two examples...
A. Choose a particular content domain (e.g., math, science, history, English literature) and give two examples that critical thinking in that domain might entail. Your examples should reflect two of the following forms of critical thinking: • Verbal reasoning • Argument analysis • Probabilistic reasoning • Hypothesis testing B. Transfer what you have learned about transfer and problem solving to a professional situation in which you might find yourself. More specifically: a. Using either an educational or therapeutic context, describe...
C++. Write a program that draws a rocket shape on the screen based on user input...
C++. Write a program that draws a rocket shape on the screen based on user input of three values, height, width and stages. The type of box generated (i.e.. a hollow or filled-in) is based on a check for odd or even values input by the user for the box height (or number of rows). Here is the general specification given user input for the height of the box..... Draw a hollow box for each stage if the value for...
1. Explain two main reasons why we need to study public finance 2. Distinguish between the...
1. Explain two main reasons why we need to study public finance 2. Distinguish between the “organic view” and “mechanistic view” of the existence of government 3. Explain the concept of market failure and discuss five reasons why there is market failure 4. What is meant by market failure? Identify and discuss four conditions under which the market fails to optimally allocate resources. 5. What is meant by the term government failure and explain five reasons why there may be...
Snell's Law and the Law of Reflection explain how light is redirected when it encounters a...
Snell's Law and the Law of Reflection explain how light is redirected when it encounters a surface between two media. In the extreme, light may only reflect at a boundary, and go back into the medium it was in. More often, some of it reflects and some goes through. If the boundary is plane and flat, then these laws are easy to interpret. When the boundary is curved, they describe happens at every point on the surface. One of the...
Social Networking: How Does IBM Do It? IBM’s award?winning developerWorks site was established in 2000 as...
Social Networking: How Does IBM Do It? IBM’s award?winning developerWorks site was established in 2000 as a technical resource repository for the company’s global development community. Designed to share knowledge and skills related to IBM products and other key technologies, it has been a solid success. The site attracts about 4 million unique visitors a month—including students, professionals, and developers from almost all the world’s countries—who search its library of 30,000 articles, demos, podcasts, and tutorials. developerWorks is available in...
For full credit be sure to show all work and units. 1. A 20 foot ladder...
For full credit be sure to show all work and units. 1. A 20 foot ladder leans against a vertical wall. The bottom of the ladder slides away from the wall at 2 ft/sec. a. How fast is the top of the ladder sliding down the wall when the top of the ladder is 12 feet from the ground? b. Interpret the meaning of the sign. 2. The current speed record for weight loss is 487 pounds to 130 pounds...
Garcon Inc. manufactures electronic products, with two operating divisions, Consumer and Commercial. Condensed divisional income statements,...
Garcon Inc. manufactures electronic products, with two operating divisions, Consumer and Commercial. Condensed divisional income statements, which involve no intracompany transfers and which include a breakdown of expenses into variable and fixed components, are as follows: Garcon Inc. Divisional Income Statements For the Year Ended December 31, 20Y2 1 Consumer Division Commercial Division Total 2 Sales: 3 14,400 units × $144 per unit $2,073,600.00 $2,073,600.00 4 21,600 units × $275 per unit $5,940,000.00 5,940,000.00 5 Total sales $2,073,600.00 $5,940,000.00 $8,013,600.00...