Integral of 1/(8*sqrt(3)) dx
The solution
Detail solution
-
The integral of a constant is the constant times the variable of integration:
∫1⋅831dx=243x
-
Now simplify:
243x
-
Add the constant of integration:
243x+constant
The answer is:
243x+constant
The answer (Indefinite)
[src]
/
| ___
| 1 \/ 3
| 1*------- dx = C + x*-----
| ___ 24
| 8*\/ 3
|
/
∫1⋅831dx=C+243x
___ / ___\ ___ / ___\
\/ 3 *\4 - 4*\/ 3 / \/ 3 *\4 + 4*\/ 3 /
- ------------------- + -------------------
24 24
−243⋅(4−43)+243⋅(4+43)
=
___ / ___\ ___ / ___\
\/ 3 *\4 - 4*\/ 3 / \/ 3 *\4 + 4*\/ 3 /
- ------------------- + -------------------
24 24
−243⋅(4−43)+243⋅(4+43)
Use the examples entering the upper and lower limits of integration.