I need help in math
what is B and P
is B like the area of the Base? But what is P then?
i got no clue
i delated the screen shot of the notes
maybe P is meant to be like perimeter but since it's a 3 dimensional figure, we're looking for surface area
ooh
so do you know how to find the area of a circle?
If we're doing surface area, i wanna do that
I have no clue a all what to do.
the area of a circle is pi times radius squared and there are two circles and then you have to add it with the circumference times height
First, area of the circle pi times r^2 do you know what radius is
%
5*
Yesh So, 5 squared is....
25
Okay, so it's 25pi But because there are two faces What is 25 times 2
50
Okay, so the top and the bottom is 50pi And then, we find the middle Imagine that it is a piece of paper So, the area of that is the circumference of the circle on top, multiplied by the height, just like a rectangle
The area of that is circumference times height circumference is 2pir, what is 2 times 5
*two times five times pi
?
What is 2 times 5
10\
So, 10 times pi is 10pi And then we have the height what is the height of hte cylinder?
16??
Yes So, what is 10 times 16
160??
Yes, so the area of the middle is 160pi Now, we have to add them all together to get the whole surface area What is 160+50
210*
Okay, so the surface area of the cylinder is 210pi Assuming that B is base, we already solved that earlier, 25pi
okay
So, there's your answer Assuming that P is surface area and B is base
I do what?
?_? wdym
why u keep saying ssumeing its confusing me
you telling me to do somthing?
Okay, so you didn't' understand any of what I was talking about earlier, right?, about areas and bases and stuff?
No i dont
Do you know how to find the area and circumference of a circle?
A=πr^2
So, what is the area of the base of the cylinder
78.54
I suggest leaving it in terms of pi
Because ^^^ is an approximation You don't do approximations until the end
So, what's the area of the base of the cylinder
Like, dont' multiply it by pi just yet
The what do i do????
then*
Radius is 5, pi r^2 Leave it in 25pi Yea?
okay
So, there are two bases What would be the area of both
This?
\(\color{#0cbb34}{\text{Originally Posted by}}\) @snowflake0531 Radius is 5, pi r^2 Leave it in 25pi Yea? \(\color{#0cbb34}{\text{End of Quote}}\)
So you don't actually know how it works right? You just searched it up?
Yup
@AZ i can't teach, help
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