Find the distance.
|dw:1461668102830:dw| this is what i got for the first part (a) \[\frac{t^2}{2}-6t+C\] \[10=C\]\[y=t^2-6t+10\] i'm not getting the correct answer for b) http://image.prntscr.com/image/9d75a62e72d9456b87da832818543f5f.png \[\int\limits_{0}^{3} t^2-6t+10 +\int\limits_{3}^{4} (t^2-6t+10)-(2t-6)\] is this correct ??
|dw:1461668878486:dw|
v(t)=2t-6 \[\rm \color{red}{2}\frac{t^2}{2}-6t+C\]
initial position so put t=0 to find C
now we need to find the distance
the anti derivative of 2t -6 is \[\frac{ \cancel{2}t^2 }{ \cancel{2} } -6t+C\] ?
|dw:1461670529551:dw|
draw this i hope it should help because i used to do the same XD
draw what ?
the curve velocity vs time and distance vs time
\[\rm y=t^2-6t+10\] this is correct i just need help with b) :(
im lazy enough to search my mech book XD
aww ;-; amiiii g :(
wait a moment
ok thanks<3 btw i have to go in like 15 minutes
is it 0th sec to 5th sec?
wait wait it is not written so ..
|dw:1461671467907:dw| yep :)
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