The integral is the operator of the integration calculation in mathematics.. Integration is generally presented as a method of calculating the area under the curve of a function, but it can also be applied to the calculation of surfaces and volumes of solids.. Integral calculus is usually set to an interval and uses function primitives.

dCode calculator can solve equations (but also inequations or other mathematical calculations) and find unknown variables. The equations must contain a comparison character such as equal, ie. = (or or >). Example: $ 2x=1 $ returns for solution $ x = 1/2 $ dCode returns exact solutions (integers, fraction, etc.) by default (for linear and nonlinear equation systems), if the equation contains ...

Computing the antiderivatives of a function involves finding another function which, when derived, gives the original function. The easiest way to calculate a function primitive is to know the list of common primitives and apply them.. dCode knows all functions and their primitives.Enter the function and its variable to integrate and dCode do the computation of the primitive function.

Use the square root page or the formal calculator on dCode. What are exponentiation operation properties? The exponentiation operator has 3 main mathematical identities: $$ a^{b + c} = a^b \cdot a^c \\ (a^b)^n = a^{b \cdot n} \\ (a \cdot b)^n = a^n \cdot b^n $$ Note also that an even power of a negative number is always positive, and an odd power of a negative number is always negative. Ask a ...

Electronic devices and programs store numbers in a memory that is not infinite, unlike numbers. Thus, calculator additions are generally limited to a dozen of digits, and computers are generally limited to 32 bits additions (2^32 = 4294967296 that is 10 digits) and/or 64 bits (2^64 = 18446744073709551615 that is 20 digits)

Calculation tools such as calculators or computers are limited by their ability to display or manage a large number of numbers in the result. Standard calculators generally have a limited capacity in terms of displayed digits, which can make it difficult to manipulate multiplication results with many digits.. Processors and computers are generally limited in handling overflows, as integers ...