Need a little help here... :P what is the primitive funktion of: $\displaystyle (0,5x^2)^2$ and what is the way of finding it? Best regards
Follow Math Help Forum on Facebook and Google+
Originally Posted by DenOnde Need a little help here... :P what is the primitive funktion of: $\displaystyle (0,5x^2)^2$ and what is the way of finding it? Best regards I don't understand the equation you wrote down... The primitive function is the antiderivative. So if the function were $\displaystyle (5x^2)^2=25x^4$ then the primitive function is $\displaystyle 5x^5$ because when you take its derivative, you get $\displaystyle 25x^4$
aha, it was the outer square of the equation that had me dazzled. the equation was: $\displaystyle ((x^2)/2)^2$ so that correct answer should be: $\displaystyle 0,05x^5$? Thanx for the quick reply by the way
Originally Posted by DenOnde aha, it was the outer square of the equation that had me dazzled. the equation was: $\displaystyle ((x^2)/2)^2$ so that correct answer should be: $\displaystyle 0,05x^5$? Thanx for the quick reply by the way The answer would be $\displaystyle \frac{x^5}{20}+C$ the C is necessary because its some unknown constant.
Not in this case I was looking for the primitiv form in a integral so the C is not necessery this time Thank you for the help! Really appreciate it
View Tag Cloud