Ok. So I figured I might, just maybe explain yet another topic. Work for you? Good.
Okay,so if you don't know what average value is and/or how to do it, my question for you is, "Where have you been???" The formula for average value is as follows:
1/b-a S f(x) (The S being the integral sign once again.)
So say you're given a function and an interval f(x) = 3x^2 and [1,3].
Plug in...
1/(3-1) 3S1 3x^2
1/2 (27-1)
26/2
= 13===> look at that!!!
Reba's AmAzInG!!
So, you may have noticed in some of my pervious blogs, every always asks me about the Riemann Sums....which are quite possibly the easiest!!! things we've learned..it's all about the formulas!!! go look!! :))))))
What should we do next? Well, there's implicit derivatives, which I'm pretty sure most of you are fully versed in. And then there's e integration, which I hope most of you know how to do.
Ms. Mustian would kill me if she saw the grammar in this blog by the way.....
oh...I have no clue what to say/do...so How ABOUT we go over the steps in finding the tangent line to an equation.
1. Identify what you're given (pt, x value, equation, etc)
2. To find a slope, take the derivative and plug in the x value.
3. If you need a y value, plug into the x value into the original to find said value.
4. You now have a point and a slope======so I'm thinking maybe, just maybe, you can put that in *gasp* POINT SLOPE FORM!!!
AMAZING I'M TELLING YOU!!
So, now it's time for me to jet..( i just love that word sometimes). So have a FANTABULOUS week...I hope...and if you need any help, I believe that I could offer some assistance, although I'm not John and/or Tir, so, you know how that goes....
ADIOS!!!
P.S. I have no questions at the moment pertaining to calculus. Now you may want to ponder the cure for cancer or some other worldly problem....GO FOR IT!!!!
See ya!
I believe this is the end of my blog!!
Or not...
Maybe I'm just psycho....Hey!!! THAT'S A SONG!! and now it's stuck in my head
Adios....wait, I already said that....oh well!!!
Bye! and have fun!!!
Subscribe to:
Post Comments (Atom)
No comments:
Post a Comment