Get a unique, high-quality and non-plagiarized paper from us today at the most affordable price
Email us :



The function  is defined by
for all real values of  x except 0.


  1. Find the coordinates of the points where the graph of the function meets the axes.
  2. Show that the function  has exactly one stationary point whose   lies in the interval.
  3. Use Newton Raphson Method to find the  of the stationary point giving your answer correct to 6 decimal places. Determine the nature of the stationary point.
  4. Find the equations of the linear vertical and horizontal asymptotes for.
  1. Use your answers from 1-5 to produce a hand drawn sketch of the graph of .







For a given firm let Q stand for the amount produced to meet a market demand. Let P stand for the price per unit of quantity produced. Assume that Q is a differentiable function of P.  Let  be the total revenue function and  the marginal revenue.


  • Give the definition of the price elasticity of demand.

Use the definition of to show that if the demand is elastic (i.e. ) then      will fall if the price increases;  and that if the demand is inelastic

(i.e. ) then  will rise as the price increases.

  • Given that .  Solve the resulting differential equation to find the demand equation if when ,


  • Use an expression of  as a function of   and  to find the value of that maximises the total revenue


The supply equation is given by    .  Use the decimal Search method to find the equilibrium price giving your answer correct to five decimal places.







Place your order now for a similar paper and have exceptional work written by our team of experts to guarantee you A Results

Why Choose US   :

    6+ years experience on custom writing

    80% Return Client

    Urgent 2 Hrs Delivery

    Your Privacy Guaranteed

    Unlimited Free Revisions

How to Place an Order 

Send the assignment details such as the instructions, due date/deadline, number of pages and college level to the customer support agent online on live chat,  fill in the assignment details at place an order or send the information to our email address and a customer support agent will respond to you immediately. 

Once you place your order, we choose for you the best and competent writer for your assignment based on each writer’s competence in handling a subject. 

When the homework is completed, we have a quality assurance team that proofreads the assignment to ensure it meets the required rubric instructions from your professor.

After thorough review of your assignment, we send the paper to the client. In case you need any changes at this point, you can let us know so that we can handle it for you at no extra charge. 

Homework Help Website

Why we should write your Paper 

  1. Money Return guarantee
  2. 0% Plagiarism Rate
  3. Guaranteed Privacy
  4. Written from scratch by highly qualified writers 
  5. Communication at Any Time (24/7)
  6. Flexible Pricing and Great Discount Programs
  7. Timely Deliveries
  8. Free Amendments
Looking for a similar assignment and in urgent need for help? Place your order and have excellent work written by our team of professionals to ensure you acquire the best grades.

  We are here to assist you.


Statistics about Us

130 New Projects
235 Projects in Progress
315 Inquiries
420 Repeat clients

© 2021 Premiered Tutorials
All rights reserved. We provide online custom written papers, such as term papers, research papers, thesis papers, essays, dissertations and other custom writing services.

All papers inclusive of research material are strictly intended to be used for research and study purposes only. Premiered Tutorials does not support or condone plagiarism in any form. These custom papers should be used with proper reference.

Place an Order
error: Content is protected !!