Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

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Stumbling Robot

A Fraction of a Dot
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Tag: Method of Substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

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Evaluate the integral using substitution

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Now, we make a second substitution. Let

Then, we continue evaluating the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

For the limits of integration we have

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

For the limits of integration we have

Then, we can evaluate the integral,

Use the method of substitution to evaluate the following integral:

Let

Then, we can evaluate the integral,