Explain one of the following rules for finding derivatives using both the formula and an example.

1.Constant Rule

2.Sum and Difference Rule

3.Power Rule

4.Product Rule

5.Quotient Rule

6.Chain Rule

7.Marginal Cost

8.Marginal Revenue

9.Marginal Profit

## number and show work for all problems problem pages and problem numbers provided

number and show work for all problems

problem pages and problem numbers provided below

Pg 340 – problems: 33, 39

Pg 341 – problems: 43, 49, 55, 64, 67, 71, 72

Pg 342 – problems: 77, 79, 87, 89

Pg 392 – problems: 5, 7, 9, 19, 21, 23, 27, 33, 37, 45, 47, 49, 53, 55

Pg 393 – problems: 57, 61, 63, 70, 71, 73

## 3 Friends went to a shop and purchased 3 toys. Each person paid Rs.10 which is t

3 Friends went to a shop and purchased 3 toys. Each person paid Rs.10 which is the cost of one toy. So, they paid Rs.30 i.e. total amount. The shop owner gave a discount of Rs.5 on the total purchase of 3 toys for Rs.30. Then, among Rs.5, Each person has taken Rs.1 and remaining Rs.2 given to the beggar beside the shop. Now, the effective amount paid by each person is Rs.9 and the amount given to the beggar is Rs.2. So, the total effective amount paid is 9*3 = 27 and the amount given to beggar is Rs.2, thus the total is Rs.29. Where has the other Rs.1 gone from the original Rs.30? I’me in dire need of Math Homework Help , please solve this for me asap.

## 1. At a price of $8 per ticket, a musical theatre group can fill every seat in t

1. At a price of $8 per ticket, a musical theatre group can fill every seat in the theatre, which has a capacity of 1500. For every additional dollar charged, the number of people buying tickets decreases by 75.

A. What ticket price maximizes revenue?

B. What is the maximum revenue?

C. Briefly summarize your findings so anyone could understand your answer to the problem.

D. Write a signature assignment reflection using the assignment prompts.

## 1. At a price of $8 per ticket, a musical theatre group can fill every seat in t

1. At a price of $8 per ticket, a musical theatre group can fill every seat in the theatre, which has a capacity of 1500. For every additional dollar charged, the number of people buying tickets decreases by 75.

A. What ticket price maximizes revenue?

B. What is the maximum revenue?

C. Briefly summarize your findings so anyone could understand your answer to the problem.

D. Write a signature assignment reflection using the assignment prompts.

## https://login.pearson.com/v1/piapi/piui/signin?client_id=iTIXKAfV8GkbGblSEAbjFJe

https://login.pearson.com/v1/piapi/piui/signin?client_id=iTIXKAfV8GkbGblSEAbjFJe8FpqgQsH0&okurl=https:%2F%2Fmylab.pearson.com%2Fchecklogin.aspx%3Fsso%3Dyes%26authsystem%3D1%26product%3D1%26backdoor%3D%26se%3Dyes%26cultre%3D%26pt%3D1&siteid=6®url=http:%2F%2Fwww.mathxl.com

2.5 and 2.6. Need to get %100.

## Instructions: Discuss which would be a better investment if you were investing f

Instructions:

Discuss which would be a better investment if you were investing for a period of 5 years. Please provide all details.

Option 1: $2000 invested at 6% compounded quarterly

Option 2: $2000 invested at 2% compounded continuously

You just had a baby and want to invest for his college tuition. If you predict that your child will be entering college in 17 years, which account below would produce more interest over that time?

Instructions:

Describe at least two (2) similarities you found in methods of integration and methods of differentiation.

Respond to at least one (1) classmate’s original posting explaining the reason for your agreement or disagreement or why you think the post is important.

In order to earn the full credit (100%) for this assignment, you must complete both parts of the discussion.

Account one you have to invest $2500 at 2% compounded monthly.

Account two, you have to invest $2000 at 4% compounded annually

## You have decided that you are going to make a pitch to the hosts of a reality TV

You have decided that you are going to make a pitch to the hosts of a reality TV show where entrepreneurs request funding for projects, or products, designed to reduce the damage to the environment caused by human activity.

Your pitch must combine a compelling reason why your initiative should be supported, with evidence that justifies the need for action. You will research and collect secondary data, use the data to create graphical and algebraic models, make predictions based on your algebraic model and create a visual presentation using the media/ platform of your choice (PowerPoint, WordPress, Prezi, Weebly, iMovie, Show Me, Blogger, Tumblr, YouTube, etc.). The function used to create your algebraic model must be one of the types of functions (polynomial of degree 3 or higher, exponential, logarithmic or trigonometric) covered in this course.

## Think about today’s job market and how your mathematician would fit in the worki

Think about today’s job market and how your mathematician would fit in the working world.

Identify a current job opening that would best utilize your selected mathematician’s knowledge and skills. Use sources such as “Indeed” or “Monster”, to find job postings. Save the link to the posted job description.

Be creative and have fun pretending to be the famous mathematician you selected. Write a letter, as the mathematician, to the prospective employer indicating how “your” knowledge, skills, and experience make you the best candidate for the job. Your letter should be at least 300 words and relate to at least one of the Learning Outcomes of this course.