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∫_2^3▒(9x-2x^3 )dx evauluate
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\[∫_2^3▒(9x-2x^3 )dx\]
▒ whats this?
smudge
if it is nothing then this is straight forward. anti derivative is \[\frac{9}{2}x^2-\frac{1}{2}x^4\]
\[\int_{2}^{3} \color{red}{\huge{(9x - 2x^3)dx}}\]
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a little latex is a dangerous thing
Woo latex!
why satellite?lol
then \[\frac{9}{2}x^2-\frac{1}{2}x^4|_2^3\] get -10 i think
typo it should be x^4
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looks good. yes for sure
And \(x^{2}\) as well.
yeah typo
\[\color{#ff0099}{\huge{\text{the world is a carousel of color}}}\] of color
its -10 sorry
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\(\huge{\color{red}{R}\color{orange}{A}\color{yellow}{I}\color{green}{N}\color{blue}{B}\color{indigo}{O}\color{violet}{W}}\)
\[\color{red}{I}\color{yellow}{S}\color{green}{H}\color{Blue}{AA}N\]
i go that thanks dall thanks
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