where have i gone wrong??
you could cheat and find the area using the area of a triangle formula
i need to find the volume...id rather do it the proper way=)
i didnt even read the entire question..my bad
all good=)
maybe @satellite73 knows this, because i don't even know where to start (except that its an integral)...sorry
aww no biggie...thanks anyways=)
Hmm so they've drawn the region of integration and we have to figure out the limits for x and y. They've also provided the function, so we'll be able to set everything up nice and pretty in a second :O
i set 4<y<4x+1 and 1<x<5 and set the function in the dy dx order
Hmm I think the upper bound for y is y=4x, I'll check again to make sure I didn't mess up though.
\[(x_1,y_1)=(1,4)\]\[(x_2,y_2)=(5,20)\]\[m=\frac{ y_2-y_1 }{ x_2-x_1 }=\frac{ 20-4 }{ 5-1 }=\frac{ 16 }{ 4 }=4\] \[y=4x+b\]Plugging in one of our points: \[4=4(1)+b\]\[b=0\]
hey i solved the and
answer*
your right y=4x ...my bad..thankx a ton!
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