cd246 said:My apologies, it is 2_1 not 9_0
cd246 said:that was pretty much it. did u put x^3 on top? or did you left the x^3 on the bottom? Because i believe that was my problem on this one.
Definite integration is a mathematical process used to find the area under a curve between two specific points on a graph. It is represented by the symbol ∫ and involves finding the antiderivative of a function.
Definite integration involves finding a specific numeric value for the area under a curve, while indefinite integration involves finding a general formula for the antiderivative of a function. In definite integration, the limits of integration are specified, while in indefinite integration, they are not.
The notation "c/x^3 dx" represents the function being integrated. In this case, it is a function of x, where c is a constant and x^3 is the variable of integration. The "dx" indicates that the integral is with respect to x.
In this case, the value of (3/8)c is obtained by plugging in the limits of integration (9 and 0) into the antiderivative, which is (c/x^2). This gives us (3/8)c as the final result.
Definite integration is used in many areas of science to calculate important quantities such as mass, volume, and work. It also plays a crucial role in solving differential equations, which are used to model many physical phenomena in science.