Help me please I WILL FAN YOU AND GIVE YOU A MEDAL!
The radius of a cylinder is 3.5 ft. The height is 14 ft. Find the surface area and volume of the cylinder to the nearest tenth of a foot. Show all of your work.
First step: do you know the formulas for surface area and volume of a cylinder?
No.
Okay, bust out your textbook and look them up!
I DON'T HAVE A TEXTBOOK
@undeadknight26 and @kamibug and @agent0simth
Okay, how are you learning this material? No one expects you to magically know the formulas.
Online School
Yeah, and you watch lectures, right? Do you take notes?
No, and sometimes.
How are you being instructed?
Online lessons!
So are you watching videos? Watch them again, and take notes!
One of the things you need to learn is how to look things up if you don't remember them. Why don't you try a web search for "formula for surface area of a cylinder" and "formula for volume of a cylinder"
Why can't you be nice? It's my first time!
Look, I am being nice — I'm giving you a valuable lesson in being successful in your class.
I could also just tell you the formula is \[V = \pi r^2 h \] and \[A = 2\pi r h\]but someone already did that and you didn't bother to keep the information.
sorry, \[A = 2\pi r h + 2*\pi r^2\]
No your not, look my Brother-In-Law in in the Marines, and my Dad is a Police Officer and they can find out where you live and kick your a$$,OK!!!!
ok good i was just about to corect you palmer
your going to quickly get banned with that language...
@dalia_lam
By the way, here's some help with your English: "your" is a possessive, and "you're" is a contraction of "you are". I'm quaking in my chair, worrying about your brother-in-law and daddy coming to beat me up.
Undead can you help me?
You should!
palmer what should we do? she just wants answers...
Step 1: get the formulas. Completed. Step 2: plug the numbers in to the formulas Step 3: remember to pay attention to instructor, and write down what they tell you for future use
Whatever all I asked for was help is that so hard!!
The best help you can get is learning to help yourself.
I've provided you with everything you need to work out the answers, so long as you know the (approximate) value of \(\pi\). Do you?
Nahhhhhhhh, Yes, 3.14
Okay. Work the problems, and show us your work if you get stuck
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