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chain rule
The chain rule tells us how to take the derivative of their composition d/dx(f(g(x)))=f'(g(x)).g'(x)
German Unification under Otto von Bismarck
During the 1860s, King Wilhelm I led Prussia, and he appointed Otto von Bismarck as the Foreign Minister of Prussia. Bismarck was a shrewd diplomat, and he used force and conquest to get the lands that Prussia needed to become the German Empire. He gave a speech regarding about the German Unification.
Quotient rule
The quotient tells us how to find derivative of the quotient of two functions. d/dx(f(x)/g(x))=d/dx(f(x)).g(x)-f(x).d/dx(g(x))/(g(x))2
Homestead Act of 1862
The Great Plains had vast potential to do farming and to bring development for settlers to take the land for themselves to essentially take away the land from the Native Americans.
product rule
product rule :(f(x)g(x))’=f(x)g'(x)+g(x)f'(x) differentiating trigonometric functions: d/dx(sin(x))=cos(x), d/dx(cos(x)=-sin(x) differentiating logarithmic function: d/dx(ln(x))=1/x
product rule
Product rule (f(x)g(x))’=f(x)g'(x)+g(x)f'(x) Differentiating Exponential function d/dx(ex)=ex
Nicholas Copernicus
During the time of the Renaissance in Europe, the Catholic Church was weakening due to its problems and disagreements. Also, some people had begun to question the Catholic Church’s teachings, which was also the wisdom from the Greco-Roman times. This was a revolution of scientific ideas, which was the Scientific Revolution. The wisdom of the…
product rule
The product rule tells us how to find the derivative of the product of two functions. d/dx(f(x)g(x))=f(x)d/dx(g(x))+g(x)d/dx(f(x))
Converting(Changing) Fractions To Decimals
Converting fractions to decimals can be a little hard. However, there are ways to do so. You can use division because of the numerator(top part)/denominator(bottom part), like for example, 4/5. When you divide the fraction the numerator is in the inside, and the denominator is on the outside. Add two zeros and move the decimal…
