Find the surface area of a cylinder with a base diameter of 12cm and a height of 7cm.
I;m about to fill it out... you can stick around to see if my answer is right
yeah sure.. u solve it first..
849.84
489.84****
yup..:D
u r correct..:D
so is it 490?
490picm^3?
(i have to write my answer in terms of pi :p)
490 is after you multiply by pi
u have to write it in the terms of pi means that u are not suppose to solve pi in the question and total surface area of cylinder = 2 pi r ( h+r) and diamter = 2 (radius) = 12 => radius = 6 cm and height given = 7 cm so u would get 12 pi ( 13) = 156 pi cm^2
redo the calculation but do not multiply out by pi (leave the pi as is)
yeah @phi .. i agree with u..
I'm not solving pi in the equation (no more than I have to do being 2*pi*r^2 + 2*pi*r*h). I just have to write it in pi being _____ (my answer) * pi * cm^2
or, because you used pi= 3.14 , undo the multiply by calculation 489.84/3.14
so, it's 156*pi*cm^2?
yeah,, !! but have you understood why is it so ?
No lol... The equation I'm using is 2πr² + 2πrh
in which i got 489.84
yeah the same was used by me. the only difference is that i didn't solve for pi ( π) and to make the calculations easy i took 2πr common..
thanks but i still dont understand what it means in term of pi XD i did the equation correctly... whenever it says "write your answer in terms of pi" do i just divide my final answer by 3.14?
in terms of pi.. means that you are not supposed to solve for pi's value... just leave the pi as it is... in the answer...
i mean just leave it as it is...
don't solve for it..
so, i solve the equation WITHOUT multiplying by pi?
yeah...
what you did was figure out 2πr² + 2πrh with r= 6 where you used pi=3.14 but you could have done this: factor out the pi (2r² + 2rh)π now just compute the stuff inside the parens. Leave the pi as is
ohhh. so i dont solve for pi- okay. i think i get it now. sorry guys xD
the reason people want the answer in terms of pi is if you multiply it out, you have to choose a value for pi (for example 3.14) but pi is not *exactly* 3.14 so your answer is off. If you leave the pi in, whoever wants the number can choose how accurately then need pi to be for their problem.
Here is a more accurate estimate of pi 3.14159265358979323846264338327950288419716939937510582097
i get it now :)
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