Degree of a Term: The degree of a single term is the exponent of the variable if the term has only a single variable. The degree of a single term is the sum of the exponents of all the variables if it has multiple variables.
Is 2 a constant monomial? Is pi a monomial? How do you know if a monomial is a perfect square? What is understood by the term degree of a polynomial? Is xyz a monomial? Suppose f(x) = 5x^2-1113x-75 What monomial expression best estimates f(x) for very large values of x?
The efficient market hypothesis is the idea that the market is always correct in its pricing of securities. That means the price of an individual stock accounts for all available information. Under this theory, no investor can beat the market.
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What is a standard angle? What is the degree measure of half of a right angle? To the nearest degree, what is m angle B? In the figure below, r||s, m angle 3 = (5x+16) degrees, and m angle 6 =(10x +14) degrees. What is a measure of angle 1?
The distributive property is the combination of both the addition operation and the multiplication operation.Additive identity Property of AdditionAddition of zero and any number is always the number itself. So, the number zero is known as the “identity” of the addition operation. It can be ...
Relative to its pathway around the sun, Earth's axis has a 23.5-degree angle tilt. If it weren't for that helpful tilt, seasons as we know them wouldn't exist. The skewed axis is also responsible for one of the world's most astonishing places: The Arctic Circle. Geographers define the...
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Vertical analysis also is useful for comparing two or more companies, even if one is much bigger than the other. Let’s compare ABC Inc. to its smaller rival XYZ Corp. A common-size vertical analysis of the companies’ annual income statements might look like this: ABC Income Statement Comm...
This polynomial can be expanded into its standard form using the following equation: P(x)=xn+nxn−1a+n(n−1)2!xn−2a2+n(n−1)(n−2)3!xn−3a3+...+an Notice that the degree of such a polynomial can be identified readily from the fa...