A calculator can show a mortgage home buyer how quickly they can pay off their home and how much they save when they pay off the principal of the loan over a given time.
The different aspects of calculus are used in the real world every day. In business, specialists look at the derivatives of trends that can help them predict the future of stocks and markets. Architects commissioned for a job are given a budget and they use optimization to calculate the best amount of material they can get with that budget and space in a building they are designing. The Integral is used to show area under a curve. The indefinite integral is the antiderivative of a function. For these types of professions the integral is their Bible, metaphorically speaking. The watch the trends, convert the data into a quantitative function and then use the integral to predict the future of a company or simply use it with differentiation for an optimization problem. Their are many other uses as well that we use, sometimes subconsciously, in everyday life; these are just a couple of examples.
It is an abbreviation for 'flourished'. It is often used when the dates of birth and death are not known. For example, if dates for a composer were given as 'fl 1584-1602' it would show that there is documentary evidence that their work became best known during those years, but that there was no clear evidence of their birth and death.
You can compute that once you know specific values for variables x, and n. exp n is the exponential function, or antilog to base e. On scientific calculators, you would usually press keys like "inverse" "ln", or "shift" "ln", or something similar. To check whether you did the calculation correctly, exp 1 should show you approximately 2.718.
Not in its entirety.
a table used to show values of the variable expression for a given function
a table used to show values of the variable expression for a given function
Assuming you mean "derivative", I believe it really depends on the function. In the general case, there is no guarantee that the first derivative is piecewise continuous, or that it is even defined.
You should generally state that the function is continuous and differentiable over the interval you are using (or throughout the entire function).
Gerund phrases act as nouns and can function as subjects, objects, or complements in a sentence. They can also be used to show the action of a verb in a more continuous or ongoing way.
iCarly
you need to show that there are no disconituities in the line between 0 and 1.For instance all polynomials are continuous over the whole real line, however if you get a divide by zero in a fuction at any point then you will have an assymtote at that point, and as such a disconinutity.
scatter plot
A line graph.
yes
They both can only give the result TRUE or FALSE. However, given the same values, they will not always give the same result. All conditions in an AND function must be fulfilled to give a TRUE result whereas only one needs to be fulfilled in an OR function.
Yes there will it will be playing everywhere