3. The volume of a cylinder is 980mc003-1.jpg in.3 The height of the cylinder is 20 in. What is the radius of the cylinder? (1 point) 7 in 49 in 327 in 18 in
whats the area of a circle?
umm idk thats y i need help on the question....
okay no problem, ill tell you, its \[\pi r^2\]
which is great so we have this|dw:1349923324600:dw| we will call the area A, but what we really mean is \[\pi r^2\]
now lets build some walls, and really get a cylinder going!
|dw:1349923411845:dw| so w now have this
what i have labeld L here is Height. what is the height of this cylinder?
20 inch
okay great lets put that in|dw:1349923532728:dw| so i have divided the cylinder into lots of circles each is 1 inch thick
quick recap: whats the area of a circle?
this is supposed to be a QUICK recap :P
the area is πr2 lol
|dw:1349923801784:dw|
your damn right it is
so we know the area of 1 of these circles |dw:1349923875596:dw| infact we know the area of every circle since they all have the same width, 1.
how many circles do we have stacked to make this cylinder?
5
sorry stupid website was being wierd
well, look at the side of the diagram, we know the area = pi r^2 when L = 1 ? yeah?
but in this example the height isnt 1, its 20! its 20 times 1.
so we need 20 circles stacked ontop of each other all with width 1, do you get that?
grr its sending my messages in random orders :(
do you follow so far?
well i wont be here when you get back, heres what you do. area = pi r^2, height = 20. Volume = area x height = pi r^2 times 20. you want to know the radius! so solve that equation for radius, solve: \[V = \pi r^2 L\] for r
then just put in your values for height = l and volume = v and you got the radius!
Idk what was happening I couldnt see the messages!!! well thankyou for ur help!!!! :)
yeah it decided to lag like crazy. did you solve it? and do you understand it!
its confusing but i get it, is the answer 7?
980mc003-1.jpg in.3 what does this mean in your question?
it stands for 980 πr inch 3
yeah 7 is good for me. Awesome. Give a girl the answer, she will solve the question, derive a girl the formula, and she can solve all the questions!
thankyou very much! :D
:) your welcome
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