# data[].attributes.body
No, I do not plan on majoring in business. I have always loved math and science and am very interested in the medical field, therefore, I plan on majoring in Biology. More specifically, my goal is to one day become either a physician's assistant or pediatrician. Being able to work in a field that I am passionate in, in addition to having the ability to help people everyday, would be the ideal career for me. Once I receive a bachelor's degree in biology, I then plan on attending medical school. I am aware of the fact that entering into the medical field is an extremely challenging and long task, however, I am willing to put in the work and time in order to achieve my dreams. When it comes to being a physician, one must have pretty advanced written and verbal skills.  In addition, one needs to have taken some of the highest math courses available.

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I do plan on majoring in some aspect of business at Bryant University in Rhode Island. I am interested in becoming an entrepreneur, going into stocks, or doing something in international business. One of my best friend’s dad owns his own business and is very successful. His success does  impact my interest in business because I want to be very successful in the future and hopefully start my own business. I am definitely going to need math in my future career because with business, a lot of money is involved. However, money is just numbers and I am sure that I can apply everything I learn in high school and college to my future career. I know that in order to be successful, a lot of hard work will need to be put in. I plan to work very hard both in college and after in order to be financially well off in the future as I raise a family.

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In conclusion, we discovered that with given past data, the maximum revenue can be calculated to be $23.14.

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The maximum revenue price was found by collecting data from the given website and creating a scatterplot. An equation was derived from the scatterplot and we multiplied the quadratic equation by an extra "p". With the new cubic function, the derivative was taken and relative extremas were found. The relative max is the maximum revenue price.

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Max: (8.958 , 23.14)
Min: (-0.509 , -0.195)

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y=-0.165x^2+1.394x+.753

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x-axis = ticket price
y-axis = revenue

# data[].attributes.body
y=(-0.055)x^3+(0.697)x^2+(0.753)

# data[].attributes.body
y=(-0.055)x^2+(0.697)x+0.753

# data[].attributes.body
B = 0.6971565690179
A = -0.0546790582769
C = 0.7528094496082