http://prntscr.com/90qlzj http://prntscr.com/90qn38
@bibby
replace the unknowns with the given numbers \(\color{green}{S}=4 \color{red}{\pi} r^2\\\color{green}{S=500}\\\color{red}{\pi = 3.14}\)
so it would be 500 = 4*3.14r^2
yep. then we divide both sides by 4 and 3.14 (or 4*3.14) to get \(r^2\) alone on one side. from there we take the square root of both sides to just get r
so we're dividing by 4*3.14?
yeah, or you can do it in 2 steps and divide by 4 then divide by 3.14
im done with that equation
so you have the answer?
i meant i got r^2 alone
ah \(500=4*3.14r^2\\\dfrac{500}{4*3.14}=r^2\) now we take the square root of both sides \(39.8=r^2\\ \sqrt{39.8}=r\\r \simto 6.3\)
\(r\sim 6.3\)
so were done with this question right
yeah part 2 now
alright
let's do one with Celsius/Fahrenheit \(F=\dfrac{9}{5}C+32\) Find the Fahrenheit equivalent temperature of \(100C\) I think something like that would work
yeah it would
let's do something with the volume of a cylinder. \(v=\pi r^2 h\) if we have \( \pi = 3.14\\ r=4 \\h=? \)
is this going to be part of the question above?
nah this is the 2nd one
lets finish the first one first then do the second one
\(F=\dfrac{9}{5}C+32\) Find the Fahrenheit equivalent temperature of 100C \(F=\dfrac{9}{5}100+32\\F=9(20)+32=180+32=212F\)
done
let's try #2 now \(v=\pi r^2 h\\V=400\\r=3\\\pi=3.14\)
you'd have to write up a little sentence for the "word problem" part
got it
when we calculate 400cm^3 = 3.14*3^2*h whatsthe height?
Join our real-time social learning platform and learn together with your friends!