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So, the incorrect case is really \(7{x^{\frac{1}{2}}} 7\sqrt x \) and this is clearly NOT the original root. by Bsmith7713 View Profile View Forum Posts View Blog Entries November 23, 2019, 12:10 AM Info and FAQs Forum Actions: Forum Statistics: Threads: 419 Posts: 2,767 Last Post: Register now to access the forums. Events & Announcements Forum Actions: Forum Statistics: Threads: 365 Posts: 3,538 Last Post: Register now to access the forums. CorrectIncorrect \(\begin{eqnarray*} 3\int{6x 2\,dx} & & 3\left( 3{{x}^{2}} 2x \right)+c \\ & & 9{{x}^{2}}+6x+c \end{eqnarray*}\) \(\begin{eqnarray*} 3\int{6x 2\,dx} & & 3\cdot 3{{x}^{2}} 2x+c \\ & & 9{{x}^{2}} 2x+c \end{eqnarray*}\) Note the use of the parenthesis. Meeting Announcements rc monster truck racing Forum Actions: Forum Statistics: Threads: 3 Posts: 4 Last Post: Register now to access the forums.
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