The Canon EOS-1D X is a professional digital SLR camera body by Canon Inc. It succeeded the company's previous flagship Canon EOS-1Ds Mark III and the Canon EOS-1D Mark IV. It was announced on 18 October 2011.It was released in March 2012 with a suggested retail price of US$6,799.00 (body only) and a suggested retail price of £5,299 in the United Kingdom.The camera is supplemented by the Canon EOS-1D C, a movie-oriented camera that shares most of its still photographic features with the 1D X. The 1D C was announced in April 2012 and released in March 2013.In CES (January) 2014, Canon released firmware version 2.0.3 with significant improvements:
Initial AF point selection and 61-point auto selection AF synchronization
AF point switching according to camera orientation
Improved low-light performance
Expanded minimum shutter speed in auto ISOOn 1 February 2016, Canon introduced the Canon EOS-1D X Mark II as the successor to the EOS-1D X.
Suppose we live in a one dimensional universe (so just a curved/straight line in 2D space). We live inside it so we can travel in one of two directions.
Then we might consider the following scenario for how gravity works in this universe. Suppose this 1D universe starts out as a nearly straight...
http://img437.imageshack.us/img437/8104/untitled1wi.jpg
in 1 b) i know that the 4 N goes upwards
but in questions like 1 d or e, whta do i do then
for 1 d
1) -mgsin30 is going down, ok
and frictoin is going down, 2) -mgcos30u
ok
and the 8 N, is it 3) (8cos-30, 8sin-30)? if so, that's...
I have formula for 1D wave equation:
(*) u(x, t) = 1/2 [ f(x + ct) + f(x - ct) ] + 1 / (2c) Integral( g(s), wrt
s, from x-ct to x+ct )
I am trying to find u(1/2, 3/2) when L = 1, c = 1, f(x) = 0, g(x) = x(1 -
x).
However, for (*) to work, the initial position f(x) and initial velocity...
I have formula for 1D wave equation:
(*) u(x, t) = 1/2 [ f(x + ct) + f(x - ct) ] + 1 / (2c) Integral( g(s), wrt
s, from x-ct to x+ct )
I am trying to find u(1/2, 3/2) when L = 1, c = 1, f(x) = 0, g(x) = x(1 -
x).
However, for (*) to work, the initial position f(x) and initial...
Please tell me if I have done this correctly.
A ball is thrown upward from the ground with an initial velocity of 10 m/s. Assume all digits are significant.
a. How long before the ball reaches its maximum height?
t = (0m/s - 10m/s) / -9.80m/s2 t = 1.0s
b. What is the ball's maximum...
Hi all,
I am more into physics than maths and I need you guys to please help me out. Also I am new to programming in MATLAB. I have done some but still I consider myself a novice. I need to solve the problem in MATLAB.
So here is the problem.Its a 2 point BVP(boundary value problem) along...
Hi all,
I am more into physics than maths and I need you guys to please help me out. Also I am new to programming in MATLAB. I have done some but still I consider myself a novice. I need to solve the problem in MATLAB.
So here is the problem.Its a 2 point BVP(boundary value problem) along...
A motorist is traveling at 10 meters a second when he sees a deer in the road 50m ahead. If the maximum negative acceleration of his vehicle is -7 meters per second per second, then what is the maximum reaction time delta t of the motorist that will allow him to avoid hitting the deer?
I am...
I got the following PDE:
Laplasian[F]+a*d(F)/d(teta)=E*F
I worked with cylindrical coordinates (r,teta,z)
(teta is the angle between the x-axis and the r vector (in xy plane))
a,E are constants
I got the constrains: z=0 r=a , so the whole problem is on a simple ring
How can I make...
I am doing research with a professor and he asked me to graph some solutions to a 1D diffusion equations of the following form:
C_e \frac{\partial T_e}{\partial t}=\frac{\partial}{\partial z}\left( \kappa \frac{\partial T_e}{\partial z} \right) - g(T_e-T_i)+\alpha (1-R)If(t)\exp (-\alpha z)...
here is the problem.. i keep getting yes for the first part and then around 163 for the second part. please help.
Speedy Sue, driving at 31.5 m/s, enters a one-lane tunnel. She then observes a slow-moving van 105 m ahead traveling in the same direction as her at 5.10 m/s. Sue applies her...
A startled armadillo leaps upwards so that it rises to .56 m in a time .21 s.
Note: I use a web-submitting thing for my answers. So it tells me what is right and wrong.
A: What was the armadillo's initial speed when it left the ground?
3.70 m/s - this part is correct.
B: What is its...
47.
A rock is dropped from a sea cliff and the sound of it striking the ocean is heard 3.4s later. If the speed of sound is 340 m/s, how high is the cliff?
Could somebody map this one out for me, it isn't making any sense.
The question goes as follows:
A truck covers 40.0 m in 8.50 s while smoothly slowing down to final speed +2.40 m/s.
Find the original speed
Find the acceleration
Now, I tried a couple things for the speed, I tried 40/8.50, and I tried (4.71/2.40) and both turned out to be wrong. Not...
Problem 1
Ball A is dropped from the top of a building of height H at the same instant ball B is thrown vertically upward from the ground. First consider the situation where the balls are moving in opposite directions when the collide. If the speed of ball A is m times the speed of ball B...
I have a wave equation Ytt=c^2 Yxx - g where g is a constant. The boundary conditions are Y(0,t)=Y(L,t)=0 with initial conditions Y(x,0)=0 and Yt(x,0)=0 I tried to solve it by Laplace transfoming the PDE in time and everything worked fine until I got to the point where I had to inverse the...