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1.- A tree is central if its center is K1 and bicentral if its center is K2. Show that every tree is central or bicentral. ( Kn is call complete graph and it if every two of its vertices are adjacent and every vertex has degree n)
2.- Prove taht a tree with Delta(T)=k ( Delta means maximum degree) has at least k vertices of degree 1.
3.- Prove that in a connected graph G every two longest paths have a common vertex.
Add.(7x2 - xy + y2) + (-x2 - 9xy + 2y2) =(the 2 is above & to right of x and the other 2 is above & to right of y) (the 2 is above & to right of x and the other 2 is above y)
The programming team needs to understand the parameters for the game, in order to start coding it. Explain any restrictions to the domain and range of your sequences
Suppose that w is an eigenvector of A with eigenvalue β. Find an eigenvector for B which has the same eigenvalue β.
The length and width of each rectangle are whole numbers. How many different pairs of lengths and widths are there? List them.
Solving equation and rationalizing the denominator
In your own words, define the word "function." Explain why your example models a function. This is extremely important for your learning.
when we add subtract multiply and divide we discover there are basic properties that govern what we can and cannot do.
Katie converts the outside temperature from degrees Fahrenheit to degrees celsius. She uses the formula below to convert the temperature.
every year it seems as though last seasons baseball rookie of the year fails to live up to expectations for his
Explain how multiplying and dividing rational expressions is similar to multiplication and division of fractions. Give an example of each and compare the process.
Find the unknown price from the information
What were the approximate surface air temperatures in each of the following years: 1890, 1910, 1925, 1932, 1946, 1965, 1973, 1984, 1998, and 2003?
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