Will C. Wood Middle School
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Will C. Wood Middle School
Sacramento City Unified School District (SCUSD) is a public school system in Sacramento, California. With 47,900 students in 81 schools, it is the eleventh largest school district in California. Boundary The SCUSD includes most of Sacramento south of the American River and some sections north of the river. The district also includes all of Freeport, Fruitridge Pocket, Lemon Hill and Rosemont, as well as most of La Riviera and Parkway, and portions of Elk Grove, Mather, and Rancho Cordova. Text list/ref> Founding Harvey Willson “H.W.” Harkness was elected as the first president of the Sacramento board of education in 1853. In 1854, city commissioners opened Sacramento's first public school, consisting of two grammar schools and a co-ed primary school. In 1856, Sacramento High School, the city's first high school, opened. It was the second oldest American high school west of the Mississippi River until closing in 2003. In 1894, the board of education abolished segre ...
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Sacramento, California
Sacramento ( or ; ; ) is the List of capitals in the United States, capital city of the U.S. state of California and the county seat, seat of Sacramento County, California, Sacramento County. Located at the confluence of the Sacramento River, Sacramento and American Rivers in Northern California's Sacramento Valley, Sacramento's 2020 population of 524,943 makes it the fourth-most populous city in Northern California, List of largest California cities by population, the sixth-most populous in the state, the List of United States cities by population, ninth-most populous state capital, and the List of United States cities by population, 35th most populous city in the United States. Sacramento is the seat of the California Legislature and the governor of California. Sacramento is also the cultural and economic core of the Sacramento metropolitan area, Greater Sacramento area, which at the 2020 United States census, 2020 census had a population of 2,680,831, the fourth-largest S ...
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Measure Q
In mathematical finance, a risk-neutral measure (also called an equilibrium measure, or ''equivalent martingale measure'') is a probability measure such that each share price is exactly equal to the discounted expectation of the share price under this measure. This is heavily used in the pricing of financial derivatives due to the fundamental theorem of asset pricing, which implies that in a complete market, a derivative's price is the discounted expected value of the future payoff under the unique risk-neutral measure. Such a measure exists if and only if the market is arbitrage-free. A risk-neutral measure is a probability measure The easiest way to remember what the risk-neutral measure is, or to explain it to a probability generalist who might not know much about finance, is to realize that it is: # The probability measure of a transformed random variable. Typically this transformation is the utility function of the payoff. The risk-neutral measure would be the measure cor ...
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