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Now you have to complete your BOSC training by measuring the resulting radius for each.
I was told there would be no math.Now you have to complete your BOSC training by measuring the resulting radius for each.
You've seen his statistics and the tables he puts together. Be thankful we don't have to figure out the area under the curve.I was told there would be no math.
I was told there would be no math.
But if you want math, the radii are banana and 42.Now you have to complete your BOSC training by measuring the resulting radius for each.
I'm going to find a way to analyze those statistics without pulling a brain muscle.You've seen his statistics and the tables he puts together. Be thankful we don't have to figure out the area under the curve.
No one has ever been hurt by an good old integral! You better watch it I might put on my integral helmet.You've seen his statistics and the tables he puts together. Be thankful we don't have to figure out the area under the curve.
Here's a good math lesson for you:No one has ever been hurt by an good old integral! You better watch it I might put on my integral helmet.
x^2+y^2+2xyHere's a good math lesson for you:
Expand (x + y)^2
( x + y ) ^2
Well crap, my formatting didn't come through. It was a joke were there were a bunch of extra spaces added to "expand it."x^2+y^2+2xy
It has been so long since I have done derivatives, integrals and solve differential equations. Once you are out of school it rarely happens even if you are in the engineering field. At least that has been my experience. For me in electrical engineering it is mostly about what happens at steady state and the math for that is pretty straight forward. Now if you deal with transient behavior that is where you get into the more complicated math. Simulators and such have gotten so good that I really do not use a lot of math anymore.
I use derivatives at times to analyze time series data. But it's really the computer that does it now and I just have to know what a derivative is in the first place.It has been so long since I have done derivatives, integrals and solve differential equations. Once you are out of school it rarely happens even if you are in the engineering field. At least that has been my experience. For me in electrical engineering it is mostly about what happens at steady state and the math for that is pretty straight forward. Now if you deal with transient behavior that is where you get into the more complicated math. Simulators and such have gotten so good that I really do not use a lot of math anymore.
Sometimes it is shocking to find an old college math paper that you wrote and read through it and think. "I do not understand a lick of this. I must have been pretty smart back then". That has happened to me many times.I use derivatives at times to analyze time series data. But it's really the computer that does it now and I just have to know what a derivative is in the first place.
No one has ever been hurt by an good old integral! You better watch it I might put on my integral helmet.
That made me almost LOL in the office.Today’s haul:
View attachment 1846838
Tacky Walmart Stetson inspired by @blethenstrom. I put on a balm afterwards so it shouldn’t have any effect. And I love the smell.
As long as you wear your helmet while doing your integrals you are perfectly safe my friend.
Jay, did they have the regular Stetson at your Walmart? I don't see it on many shelves these days. I ordered my last bottle online. I haven't used it in some time. I need to revisit it soon.Today’s haul:
View attachment 1846838
Tacky Walmart Stetson inspired by @blethenstrom. I put on a balm afterwards so it shouldn’t have any effect. And I love the smell.