Answer: In both, people fight for their lives. It contributes because The Hobbit and The Hunger Games follow Campbell’s formula for “The Hero’s
Explanation: In the 1940s, the writer and professor, Joseph Campbell, noticed that a lot of his favorite stories shared a similar structure. He wrote about it in his book, The Hero with a Thousand Faces. Today, this story structure is popularly known as “The Hero’s Journey.” Campbell’s Hero’s Journey structure shows up all over literature, no matter the genre. The Hero’s Journey stories are so compelling because we like to see heroic characters overcoming great obstacles; we admire these heroes and hope to be like them.
Todd and Amy Davidson are twins. They are far different from each other, for their looks, likes and personalities. Despite their differences, they wouldn't hate each other. Todd is glad that they go to the same school with his sister.
Answer:
Controlled burns can also reduce insect populations and destroy invasive plants. In addition, fire can be rejuvenating. ... When these fires are suppressed, flammable materials accumulate, insect infestations increase, forests become more crowded with trees and underbrush, and invasive plant species move in.
Answer:
If you have a constant amount of time for when you put your data down, Your data will keep increasing or decreasing, depending on what your data is measuring.
You compare two points on the graph and find the difference between them.
Yes you can. You would use the equation y=mx+b. M is the slope. B is the y-intercept. X is where the line meets the x-axis when y is 0. Then all you have to do is solve for y.
I'm not sure what the answer is to this question. Sorry. I don't really understand what it's asking.
A linear equation is always a polynomial of degree 1 (for example x+2y+3=0). In the two dimensional case, they always form lines; in other dimensions, they might also form planes, points, or hyperplanes. ... Square roots are nonlinear.
I'm not sure if I got all of these correct. I am very good at working with slope and y-intercept form so I probably did get these questions correct. I wish you the best of luck and if you ever need anymore help with slope or y-intercept form just ask! :)
