In matlab ask the user to select whether to repeat the Newton-Raphson calculation or end the program. If the user exits out of the menu, repeat the request until the user makes a selection. If the program is repeated, store the new final value of the root and new number of iterations in the same variables without overwriting the previous results. Once the user chooses to end the program, save the variables containing the root values and numbers of iterations as calculation res.mat

this is my code so far

vector = input("Enter a vector which has an even number of elements: ");

the vector you enter is the polynomial you work with

the vector that is entered is [0.2 0.3 0 2.4 9.8 -21.4]

The volume of a cylinder is V space equals space pi space r squared space h, where r is the radius of the circular faces and h is the height of the cylinder. Your measurements show that the mean value of r is 21 cm and its statistical and instrumental uncertainties turned out to be 0.10 cm and 0.20 cm, respectively. Likewise, that of h are 13 cm for the mean, 0.2 cm (statistical) and 0.3 cm (instrumental) for its uncertainties. What can you say about which source of uncertainty has the largest contribution to the overall uncertainty of V ? What would you need to do to improve (reduce) the uncertainty on your calculation of V?

9.

a. If the unit of f(x) is gallons and the unit of x are in miles then the unit of f’(x) = ____________

b. If f is an increasing function at x = 4.5, then f ‘( 4.5) <0 True or False?

3. If g’ (4) = 0 and g “ (4) >0 , then g(4) is a ______________ value of the function.

4. If f(x) is continuous and f(2) = f(6) = 7 , then f’(c) =0 when 2<c<6. True or False?

5. If c(T) is the temperature (⁰F) of my coffee T minutes after I pour the cup, then explain in a sentence what c ‘(10) =-5 means? Don’t forget to include the unit.

A random sample of 48 traditional, mixed-use, pedestrian-friendly neighborhoods and 54 postwar, auto-oriented neighborhoods, all with comparable household income levels, revealed the following. The traditional neighborhoods averaged 14.6 daily vehicle miles traveled (VMT) per adult household member, with a standard deviation (uncorrected for bias) of 6.2 VMT. The auto-oriented neighborhoods averaged 18.9 VMT per adult household member and an (uncorrected) standard deviation of 7.3 VMT. Using the five-step hypothesis testing process, test the hypothesis of New Urbanists, that traditional neighborhoods reduce automobile usage and dependency at the α = .05 level.   

*****I'm using excel spreadsheet so I'm stuck on how to find a least square straight line after linearizing the relationship. I do not have mini lab. I'm using excel.. The following are the average distances of the planets in the solar system from the sun.

Planet No Planet Distance (millions of miles)

1 Pluto 47.163

2 Venus 67.235

3 Earth 92.960

4 Mars 141.61

5 Asteroids 313.00

6 Jupiter 483.60

7 Saturn 886.70

8 Uranus 1783.0

9 Neptune 2794.0

10 Pluto 2794.0

Find a least squares straight line after linearizing the relationship.

Dylan Jones kept careful records of the fuel efficiency of his new car. After the first eleven times he filled up the tank, he found the mean was 27.3 miles per gallon (mpg) with a sample standard deviation of 1.3 mpg. Compute the 95% confidence interval for his mpg. (Use t Distribution Table.) (Round your answers to 3 decimal places.) How many times should he fill his gas tank to obtain a margin of error below 0.15 mpg? (Use z Distribution Table.) (Round your answer to the next whole number.)

Assume a coordinate system where the origin is the point where supply pack is released, the positive x axis is the direction the plane is flying and the positive y axis points downward.   Assume the horizontal and vertical components of the air resistance are proportional to the square of the velocities

1. Using the appropriate model using accuracy to the nearest foot rounding off at the end of the problem, determine the horizontal distance the pack travels assuming

The plane altitude is 1000 feet above the ground, the plane’s speed is constant at 300 miles per hour, the proportionality constant for air resistance is k=0.0053 in the correct units, and the pack weighs 256 pounds

FAR = Floor Area Ratio

You have purchased the land and lifts of an older ski resort. You are upgrading the lifts and are master planning the real estate development of the ski resort. After studying other resorts you come up with the following (back of the envelope) regression for the sales price per square foot of residential real estate in similar resorts:

P = 300 – 100d – 20F

Where d is distance in miles to the lifts and F is FAR. You ascertain that construction costs will be 140 per square foot regardless of FAR.

a). What does your “optimal” density or FAR gradient look like?

This year Evan graduated from college and took a job as a deliveryman in the city. Evan was paid a salary of $72,100 and he received $700 in hourly pay for part-time work over the weekends. Evan summarized his expenses below:

Calculate Evan's AGI and taxable income if he files single. Assume that interest payments were initially required on Evan’s student loans this year.