Solve {eq}\displaystyle \int 4 \ dx {/eq}.
Question:
Solve {eq}\displaystyle \int 4 \ dx {/eq}.
Power Rule
The power rule of integration is an integration rule that can apply to any polynomial term that can be expressed as {eq}\displaystyle x^n {/eq}, where {eq}\displaystyle n {/eq} is a constant exponent. Basically, the power rule states that the integral of any term in this form is:
$$\displaystyle \int\ x^n\ dx = \frac{x^{n+1}}{n+1} + C $$
Answer and Explanation: 1
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View this answerWe are given {eq}\displaystyle \int\ 4\ dx {/eq} and we are asked to evaluate it.
By the properties of integrals, constants can be taken out of the...
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Chapter 13 / Lesson 13Learn what integration problems are. Discover how to find integration sums and how to solve integral calculus problems using calculus example problems.