Integrointirajojen

Integrointirajojen are the limits that define the region over which an integral is computed. In definite integration, which calculates the area under a curve, there are two such limits: a lower limit and an upper limit. These limits specify the starting and ending points of the interval on the x-axis for which the area is being calculated. The notation for a definite integral with these limits is typically written as the integral symbol followed by the function and then "dx", with the lower limit positioned below the integral symbol and the upper limit above it. For example, the integral of f(x) from a to b is written as $\int_a^b f(x) \, dx$. Here, 'a' is the lower integration limit and 'b' is the upper integration limit. When these limits are evaluated, the result is a specific numerical value representing the accumulated quantity or area within that defined range. In multivariable calculus, double or triple integrals have integration limits that can be constants or functions of other variables, defining a region in two or three dimensions. Understanding and correctly applying these limits is crucial for obtaining accurate results in integration.