Over time, plants have evolved to adapt to a constantly changing, often hostile, environment. Unfortunately, they are facing a new and difficult challenge ahead. Ever since the Industrial Revolution, their environment has become more unpredictable and more extreme, at the same time as the...
I have just bought a second hand rear projection television, it is an LG Flatron 42", (think the model might be 6710V00089B)
I got it home and it was working brilliantly, but I thought I would try and make the picture even crisper and pressed the "auto convergence" option in the menu. Now none...
Convergence is an annual science fiction and fantasy convention that is held over July 4th weekend in Minneapolis. The Skepchicks organize a "track" at Convergence called SkepchiCON, which is a series of discussions about skepticism and stuff. At the risk of getting into all sorts of trouble...
Convergence is an annual science fiction and fantasy convention that is held over July 4th weekend in Minneapolis. The Skepchicks organize a "track" at Convergence called SkepchiCON, which is a series of discussions about skepticism and stuff. At the risk of getting into all sorts of trouble...
Convergence is an annual science fiction and fantasy convention that is held over July 4th weekend in Minneapolis. The Skepchicks organize a "track" at Convergence called SkepchiCON, which is a series of discussions about skepticism and stuff. At the risk of getting into all sorts of trouble...
I noticed that the colors where a little out of sync on my older R/P TV. I never knew about convergence and found the option to manually adjust it in the menus. It gives me a large grid that allows me to move and adjust red and blue lines. Is it bad for my TV if I moved many of these lines to...
infinity (x+2)^n/ n3^n? Possible answers:
A) [-1,5) C) [5/3,7/3)
B) [-3,3) D) [-5,1)
Please show steps. Any help would be greatly appreciated. Thanks!!!!!
sum from 1 to infinity of ((x-2)^n)/(n3^n)
Ok I'm stuck on this one. I start by doing the ratio test.
lim (n --> infinity) | ((x-2)^(n+1))/((n+1)3^(n+1)) / ((x-2)^n)/(n3^n) |
lim (n --> infinity) | (n(x-1))/(3(n+1)) | <------------------This is where I'm stuck. Don't know what to do next...
sum from 1 to infinity of ((x-2)^n)/(n3^n)
Ok I'm stuck on this one. I start by doing the ratio test.
lim (n --> infinity) | ((x-2)^(n+1))/((n+1)3^(n+1)) / ((x-2)^n)/(n3^n) |
lim (n --> infinity) | (n(x-1))/(3(n+1)) | <------------------This is where I'm stuck. Don't know what to do next...
sum from 1 to infinity of ((x-2)^n)/(n3^n)
Ok I'm stuck on this one. I start by doing the ratio test.
lim (n --> infinity) | ((x-2)^(n+1))/((n+1)3^(n+1)) / ((x-2)^n)/(n3^n) |
lim (n --> infinity) | (n(x-1))/(3(n+1)) | <------------------This is where I'm stuck. Don't know what to do next...
Watch out Apple! Sony is clearly gunning for a chunk of your stylish retail business by partnering with a name known for its popularity amongst customers and its excellent support and services: Comcast.
Yeah, this sounds exactly like what people need in their retail experience:
"At Sony Style...