Finding and Graphing Integrals
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Math › Finding and Graphing Integrals
Explanation
Since we're adding terms, we take the integral or anti-derivative of each part separately. For , we can use the reverse power rule, which states that we raise the exponent of the variable by one and then divide by that new exponent. For sine, we use our trigonometric integral rules.
Remember, .
Don't forget to include a to account for any constants!
Explanation
Since we're adding terms, we take the integral or anti-derivative of each part separately. For , we can use the reverse power rule, which states that we raise the exponent of the variable by one and then divide by that new exponent. For sine, we use our trigonometric integral rules.
Remember, .
Don't forget to include a to account for any constants!
Explanation
Since we're adding terms, we take the integral or anti-derivative of each part separately. For , we can use the reverse power rule, which states that we raise the exponent of the variable by one and then divide by that new exponent. For sine, we use our trigonometric integral rules.
Remember, .
Don't forget to include a to account for any constants!