help please i need help with 2b http://prnt.sc/chmhxa idk what i did wrong
i did the washer method
where's the question?
heres my work
looks like you got tbh...
wym lool my answer isnt matching the answer key D:
I didn't see an answer key
ik lol thats my work but my answer key says 117pi/5
Take a bigger pic... so i can zoom in and read your work more clearly
iight one sec
is it still blurry ?
same
think it might be my phone
Would be a lot easier if you didn't photograph the entire page, do top and bottom half
Your limits look wrong. Should be from y=-1 to y=2... but again i can't read them.
hmm how did you get them limits ?
By looking at where the functions intersect on the graph.
hmm is there a way to solve for it ?
How the hell did you get your limits?? Yeah... you set the functions equal to each other. You're solving for y.
thats what i did lool i did this which ik all my equation is gonna be in terms of y so i did this \[1+y^2=y+3\]
Neega... you can't write y(y-1) = 2 and then say y=2 and y-1=2, tf, this is basic algebra. Look at your graph! Didn't you notice where curve and the line intersect? x'd
loool. then how tf would you solve it x'd ... i struggle with my algebra x'd
looool you get it equal to zero! Tell me on the attached graph where they intersect, the y values. It's pretty clear.
Why draw a graph if you ain't even gonna pay attention to it x'd
loool x'd okay okay so then to solve it " algebraically " .. show me x'd
\[\large 1+y^2=y+3\]\[\large y^2-y -2=0\]
Solve it like you would any damn quadratic x'd get all them neegas on one side
oh gawd quad fromula... D:
wait jk lool got it x=- 1 x= 2
No, just factor gurl And you better learn from this. Next time, look at your graph, estimate the limits from it, THEN do it algebraically.
They're y's gurl not x
x'd lool yesh.. y's im use to seein x's a lot haha
how the hell did you not notice on your graph that y=2 and y=3 are not even inside the region enclosed by the graphs x'd
x'd idk loool i saw too much work.. got me @_@
so for these how tf would you know if you are gonna use cylindrical shells , washer/disks ?
It's your choice. You pick the one that's easier. Sometimes the integral for one will be too difficult to solve.
Sometimes they're both the same difficulty.
ohhh x'd
Make a new question ;P
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