|
- What is the Integral of 2^(x)? - Physics Forums
The integral of 2^x can be solved using the relationship between derivatives and integrals The derivative of 2^x is ln(2) * 2^x, which leads to the conclusion that the anti-derivative is (1 ln(2)) * 2^x
- How Do You Solve the Integral of 2 (x^2-1)dx? - Physics Forums
The full question is to find the integral over infinity and 2, so i have to use limits I am getting an undefined answer since ln of infinity minus ln infinity is undefined does that sound right?
- What is the Integral of -e^(-x)? • Physics Forums
The integral of -e^(-x) is derived using u-substitution, where u = -x, leading to the result -e^(-x) + C The negative sign arises because the derivative of -x is -1, thus requiring division by -1 during integration The discussion emphasizes that integration can be viewed as the reverse of differentiation, which simplifies the process
- Solving Integrals for e^-ax^2: (i), (ii) (iii) - Physics Forums
Solving Integrals for e^-ax^2: (i), (ii) (iii) sanitykey Nov 9, 2006 Integrating
- Solve Surface Integral: r^2 sin(theta) - Physics Forums
Please some one help me how to solve this problem integral-r^2 sin (theta) d (theta) d (phi)
- How do you integrate (r^2-x^2)^ (1 2) with a constant r?
how would you integrate (r^2-x^2)^(1 2) where r is constant thanks peace
- Integral of 1 (x^2 + 2) dx - 2) dx ? • Physics Forums
Mentor note: Moved from technical section, so missing the homework template How do you integrate this? $$\int \frac {1} {x^2 + 2} dx$$ My attempt is $$\ln
- Integrate exp(-x^2), dx • Physics Forums
This integral can be done the same way that the integral of exp(-x2) can be done First, write the integral of x2exp(-x2) from zero to infinity Then write the integral of y2exp(-y2) from zero to infinity (they're both exactly the same as your integral) Now multiply the integrands together double integrate over x and y When you convert to polar coordinates, you will get an integral that can
|
|
|