1. Evaluate the Integral integral of e^(1/2x) with respect to x | Mathway
Let u=12x u = 1 2 x . Then du=12dx d u = 1 2 d x , so 2du=dx 2 d u = d x . Rewrite using u u and d d u u . Tap for more steps... Step 1.1. Let u=12x u = 1 2 ...
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2. How do you find the integral of e^((-1/2)*x)? - Socratic
26 sep 2015 · −2e−12x+C. Explanation: t=−12x⇒dt=−12dx⇒dx=−2dt. I=∫e−12xdx=∫et⋅(−2dt)=−2∫etdt=−2et+C.
-2e^(-1/2x)+C t=-1/2x => dt=-1/2dx => dx=-2dt I=int e^(-1/2x)dx = int e^t*(-2dt) = -2 inte^tdt = -2e^t + C I=-2e^(-1/2x)+C
3. Find the Integral e^(1/2x) - Mathway
The integral of eu with respect to u is eu . Simplify. Replace all occurrences of u with 12x 1 2 x .
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4. What is the integral of int e^((-1/2)*x) dx ? | Socratic
25 mrt 2016 · One way to do this is by inspection, starting from the derivative of the exponential function which is. ddxea⋅x=a⋅ea⋅x.
See AlsoWK Kellogg Co (KLG) DividendsOne way to do this is by inspection, starting from the derivative of the exponential function which is d/(dx) e^(a*x) = a*e^(a*x) which can be multiplied by a constant of both sides. It may not be obvious just yet why this is important, but we'll see shortly: d/(dx) b*e^(a*x) = b*a*e^(a*x) We are looking for a function of x which is f(x)=int e^((-1/2)*x) dx If we take the derivative of both sides we get d/(dx) f(x) = e^((-1/2)*x) where we can guess an f(x) in the form of the above equation in terms of a and b d/(dx) b*e^(a*x) = b*a*e^(a*x) = e^((-1/2)*x) Solving for a and b we get: a=-1/2 from the exponent and b*a = 1 or b=1/a = -2 therefore int e^((-1/2)*x) dx = -2*e^((-1/2)*x)+c where we have added an arbitrary constant for the indefinite integral.
5. integral of (1-2x)e^{-2x} - Symbolab
Detailed step by step solution for integral of (1-2x)e^{-2x}
6. integral of (x^2+x)e^{1-2x} - Symbolab
Detailed step by step solution for integral of (x^2+x)e^{1-2x}
7. Integral of e^(x^2+1) 2x dx | Wyzant Ask An Expert
9 mrt 2021 · Integral of e^(x^2+1) 2x dx.
Integral of e^(x^2+1) 2x dx
8. int(e^(2x-1)-e^(1-2x))/(e^(x+2))dx - Doubtnut
int(e^(2x-1)-e^(1-2x))/(e^(x+2))dx.
int(e^(2x-1)-e^(1-2x))/(e^(x+2))dx
