Are (x-3)^4/4 and 1/4*(x-3)^4 the same thing?
No, not in the way you wrote it. If you mean (x-3)^1=1/4(x-3)^4 that is not true. But if you wrote it as ((x-3)^4)/4=1/4(x-3)^4 then yes.
Are (x-3)^4/4 and 1/4*(x-3)^4 the same thing?
No, not in the way you wrote it. If you mean (x-3)^1=1/4(x-3)^4 that is not true. But if you wrote it as ((x-3)^4)/4=1/4(x-3)^4 then yes.
Oh, the arcsine is just another word for the inverse sine function, or a function that takes in a value of sin(x) and gives out x. Also, I made a slight mistake. It is written arcsin(x) not arcsine(x).
someone explain this formula please?
Perhaps I can help with an example. The expected value is a weighted average of events based on probability. Let’s let X be a coin flip, where x=1 is when the coin lands heads. E(X)=1*Prob(heads)+0*prob(tails)=1/2
or let X be a six sided die, with X=the outcome. Then the expected value is the sum of each of the values multiplied by 1/6, doing the calculation, you get E(X)=3.5.
Watch as I enter my bid to be Jimmy McMillan’s strategist (The Rent is too Damn High dude)
Essentially CISPA allows private businesses to share private information with each other, and the government anonymously, and without legal repercussions. That sounds disastrous, doesn’t it?
It corresponds to the set of numbers that are not prime. I have no idea how you would prove that is the case, but that is what it appears to be.