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Integrate Using u-Substitution integral of x^2 sq…
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Solution:
Step:1
Choose $u = x^{3} + 33$. Consequently, $d u = 3 x^{2} d x$. Express the i… |
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Integrate Using u-Substitution integral of (x+3)/…
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Solution:
Step:1
Choose $u = x^{2} + 6x$. Consequently, $du = (2x + 6)dx$, which implies … |
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Integrate Using u-Substitution integral of (csc( …
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Solution:
Step 1: Rewrite the integral using exponent rules
Step 1.1: Express $\sqrt{… |
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Integrate Using u-Substitution integral of 4(6x+1…
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Solution:
Step:1
Choose $u = 6x + 1$. Then differentiate to find $du$ in terms of $dx$.
… |
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Integrate Using u-Substitution integral from 0 to…
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Solution:
Step 1: Choose a substitution variable
Assign $u = 2x$. Compute the differential $du… |
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Integrate Using u-Substitution integral of (x^3+1…
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Solution:
Step:1
We recognize that u-substitution is not suitable for this integral. An al… |
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Integrate Using u-Substitution integral of 10x(5x…
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Solution:
Step 1
Assign $u = 5x^2 - 2$. Compute $du$ by differentiating $u$ with respect t… |
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Integrate Using u-Substitution integral of 6(1+6x…
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Solution:
Step 1:
Choose $u = 1 + 6x$. Consequently, we have $du = 6dx$, which implies $… |
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Integrate Using u-Substitution integral of 1/( sq…
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Solution:
Step 1
Assign $u = 5x + 8$. Consequently, $du = 5dx$, which implies $\frac{1}{5}… |
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Integrate Using u-Substitution integral from 0 to…
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Solution:
Step 1:
We cannot use u-substitution for this integral. We will employ a different … |
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Integrate Using u-Substitution integral of (x^3)/…
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Solution:
Step 1
Assign $u = 5 - \frac{1}{2} x^{4}$. Compute the differential $du$.
… |
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Integrate Using u-Substitution integral from 1 to…
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Solution:
Step:1
We cannot apply u-substitution to this integral. We will proceed with a… |
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Integrate Using u-Substitution integral of sin(x)…
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Solution:
Step 1
Assign $u = \cos(x)$. Consequently, $du = -\sin(x)dx$, which implies $-\… |
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Integrate Using u-Substitution integral from 0 to…
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Solution:
Step 1:
Identify that u-substitution is not applicable for this integral. We will … |
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Integrate Using u-Substitution integral of 28(7x-…
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Solution:
Step:1
Assign $u = 7x - 2$. Consequently, $du = 7dx$, leading to the expression … |
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Integrate Using u-Substitution integral of x/(x+1…
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Solution:
Step:1
Choose $u = x + 1$. Consequently, $d u = d x$. Reformulate the integral in te… |
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Integrate Using u-Substitution integral of x^2sin…
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Solution:
Step 1
Assign $u = x^3$. Consequently, $du = 3x^2 dx$, which implies $\frac{1}{… |
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Integrate Using u-Substitution integral of 1/(y s…
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Solution:
Step 1:
We cannot use u-substitution to solve this integral. An alternative app… |
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Integrate Using u-Substitution integral of sin(x)…
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Solution:
Step 1:
Extract $\cos^2(x)$ from the integral: $\int \sin^2(x) (\cos^2(x)\cos(… |
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Integrate Using u-Substitution integral of x squa…
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Solution:
Step 1
Choose $u = 1 + x$ and calculate $du$.
Step 1.1
Set $u = 1 + x$ an… |