The length, width, and height of a right rectangular prism are doubled. What will be the effect on the volume of the prism?
For my answer I got 264pi m^2
I feel I'm off by 100.
if you have a 1 by 1 by 1 square, the volume is 1 if you have a 2 by 2 by 2 square, the volume is 8
What about with that odd figure that I'm given in the question?
i am confused, because you question in the box is a general one, and your picture is a specific one are you supposed to find the area of that shape?
Yeah. The surface area of the composite figure.
ok now i am doubly confused are you looking for a volume, or a surface area?
Surface.
Mind if I paste the answer choices?
Would that help out? Or?
no that would just confuse me
Yeah... It's difficult on me with my seizure disorder.
I try to do my best in all subjects, and I normally do good, but I must say... math isn't my subject.
i don't know any geometry, but a quick google search tells me the surface area of a cone is \[\pi r(r+l)\]
in your case \(r=6,l=8\) and you have two of them, so one part will be \[12\pi(6+8)\]
or even better \[368\pi\] if you need a decimal, use a calculator then find the surface area of the cylinder
ok typo there, \[12\times 14=168\] so \[168\pi\] for the two cones
how we doing so far?
168 each or just one is 168?
together
and not \(168\) but \(168\pi\)
Alright. yes, I'm with you.
yeah i know.. i just dont have the pi symbol on my keyboard, but i wrote it down
we can back up if you like
ok now we need the surface area of the cylinder right?
nope, we're doing good so far.
and yes.
that is easier, it is just \(2\pi rh\) we don't need the sides
|dw:1457668337857:dw|
here \(r=6,h=14\) so \[2\times 6\times 14\times \pi\]
multiply that out, add it to the previous answer
527.78
yes, but some odd coincidence ii is the same as the area of the two cones
*by
695
i liked your first answer better
527 when added, yea
are your answer choices decimals, or do they use \(\pi\)?
S = 168π m2 S = 48π m2 S = 96π m2 S = 264π m2
hold the phone the two cones together are \(168\pi\) and the cylinder is also \(168\pi\) add them up
I had chosen 264 at first, afterwards I chose 168 and just got myself confused earlier.
that'd be 1,000 something
hmm i don't like any of those, maybe we made a mistake the cylinder by itself is \(2\times 6\times 14\times\pi=168\pi\)
Yeah, that's why I'd been confused for awhile. The curriculum always lists trick answers. Hard to know which one is right a lot of the times.
oooh!!!
i see the mistake !!
the cylinder part is right, but stupidly i included the base of the cone, which is not part of it
Ah, so 168 by itself?
no we still need the cone part
I had that without the cylinder included into it.
that is \[\pi rl=8\times 6\times pi\] and there are two of them
for a grand total of \[96\pi\] for those parts
now add \[168\pi + 96\pi\]
264.
is one choice \(264\pi\)?
Yep. I thought that at first! So thanks for verifying.
whew yw now i have a question: what kind of pie do you like?
I have about 4 other questions on this thing, but yea.. and oh
Apple or Pumpkin c:
me too
Yeah. I don't really prefer whipped cream though.
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