Interview with Chris Wilder

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Without loss of generality, we only need to look at the equation for the x-position, since we know that centripetal acceleration points towards the center of the circle. Thus, when θ = 0, the second derivative of x with respect to time must be the centripetal acceleration.

The first derivative of x with respect to time t is:

dx/dt = —Rsinθ(dθ/dt)

The second derivative of x with respect to time t is:

d2x/dt2 = —Rcosθ(dθ/dt)2—Rsinθ(d2θ/dt2)

In both of the above equations the chain rule of Calculus is used and by assumption θ is a function of time. Therefore, θ can be differentiated with respect to time.

Now, evaluate the second derivative at θ = 0.

We have,

d2x/dt2 = —R(dθ/dt)2

The term dθ/dt is usually called the angular velocity, which is the rate of change of the angle θ. It has units of radians/second.

For convenience we can set w ≡ dθ/dt.

Therefore,

d2x/dt2 = —Rw2

Considering your 'disability' that's remarkable!
 
Ask him what he was making at NTFC and how much he makes at the Lane and does he get a bonus for promotion. Also, if a major Premier club came in for him and tripled his wages would he move on ?
Cheers UTB
 
Given the choice would he rather have an arse for a forehead or cocks for fingers?
 
Who would win in a fight between Ryu from Street Fighter and Scorpion from Mortal Kombat?
 
how long can he keep a packet of fruit pastilles in his mouth without chewing?
 
Why did Rose not offer to take it in turns with Jack when they were clinging onto that piece of debris after the Titanic Sank?
 
Without loss of generality, we only need to look at the equation for the x-position, since we know that centripetal acceleration points towards the center of the circle. Thus, when θ = 0, the second derivative of x with respect to time must be the centripetal acceleration.

The first derivative of x with respect to time t is:

dx/dt = —Rsinθ(dθ/dt)

The second derivative of x with respect to time t is:

d2x/dt2 = —Rcosθ(dθ/dt)2—Rsinθ(d2θ/dt2)

In both of the above equations the chain rule of Calculus is used and by assumption θ is a function of time. Therefore, θ can be differentiated with respect to time.

Now, evaluate the second derivative at θ = 0.

We have,

d2x/dt2 = —R(dθ/dt)2

The term dθ/dt is usually called the angular velocity, which is the rate of change of the angle θ. It has units of radians/second.

For convenience we can set w ≡ dθ/dt.

Therefore,

d2x/dt2 = —Rw2
Is the answer.........2?
 



Ok, some serious suggestions

1. Does he see the 352 and the style of football being played now as the plan to begin the new season in the championship?

2. Does John Brayford have a future here? (both in footballing terms and financial viability).

3. Has he got any pre-contract deals done already for new players?

Thanks in advance.
 
I doubt it will get asked but i'd like to know how hard it was for him to adapt to a bigger setting (acadmey/ training facilities/ crowd) compared to oxford/ northampton, i only ask since mickey adams said this was one of the hardest part for him in his failed reign.
 
Who wins in the war of words, DHeppanstall, itsinyourblood or Pommpey?
 
When you were a ballboy at BL, did you ever think you'd not only play for United, but play in the top flight for United? What about managing them to success?
 
Does he agree with me that, in his radio Sheffield interviews, Carlos Carvalhal sounds remarkably similar to the character "Serge" off Beverly Hills Cop?
 
I've managed to arrange an interview with Chris tomorrow morning for my BFBS radio show. If any of you have any questions you'd like me to put to him please share.

I'll let you know when you can hear the interview.

Thanks.
What does he anticipate will be the biggest challenge in stepping up to the Championship?

How big of a gulf does he feel there is between League 1 and the Championship?
 



Has he ever shared one of Alan Knill's snozzcumbers?
 

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