10. (10) Draw the (113) plane with its intercepts at the x, y, and z axes.
1. Draw the shapes of the following orbitals. Label the x, y, and z axes and include the orbital signs. - a.all orbitals with n = b.all orbitals with n = 2 and 1= 1 4 and 1 = 2
1. 30 points 2T is directed along z-axes: charge q=0.02 is moving in x-y plane with velocity a = (Vz,v) = ( 2-3) m/s. What is the magnetic force F applied to the particle? (find x y.z components or magnitude and direction)
An elliptical loop of axes of length a and b, centered
at origin and lying in the y − z plane carries current
I. The major axis of the ellipse is the ˆy.
1. What component of A is non-zero in the x − y plane?
[A qualitative argument will sufce]
2. Find an expression for B in terms of th non-zero components of
A.
3. What is the direction of B along i) the positive x axis and ii)...
and positive z pointing out of the page. A rectangular box sits aligned with the x, y, and z axes, with one corner at the origin, and the opposite corner at < 0.5, 0.4, 0.3 > meters. (In other words, the box is 0.5 meters long in the x direction, 0.4 meters tall in the y direction, and 0.3 meters deep in the z direction). Along the left side of the box (the part on the y-z plane), the electric...
Given the function P(z)-7+7)(6z its y-intercept is its x-intercepts are x1 = 3), find Preview Preview ,x2 = Preview and z3 Preview with xi K 3 When x -> oo, y -» When x-+-oo, y → oo (Input+ or - for the answer) oo (Input+or - for the answer) Get help: Video Points possible: 10 Unlimited attempts. License
Q1: What are the indices for the two planes drawn in the sketch below? +z Plane 1 Plane 2 +y 0.3 nm 0.6 nm -0.6 nm +x Solution: (only inside the table) Plane 1 y. 2 Intercepts Intercepts in terms of a, b, and с Reciprocals of intercepts Enclosure Plane 2 X Y. Z Intercepts Intercepts in terms of a, b, and с Reciprocals of intercepts Enclosure Q2: The accompanying figure shows three different crystallographic planes for a unit cell...
A 1150 kg car is on a 8.70 hill. Using X-Y axes tilted down the plane, what is the x and y component of the normal force?
At what point on the surface z = 2 + x2 + y2 is its tangent plane parallel to the following planes? (a) z = 6 (x, y, z) = (b) z = 6 + 4x − 12y (x, y, z) =
5) Given the function fix.y) - x2 and region R bounded by x 0, y x and 2x+y 6 (a) Sketch the region R (label lines, intercepts, axes and shade region) (b) SET UP the integral over this region (c) Assuming f(x.y)- xa is the density function for the lamina R given above, determine the mass for R
5) Given the function fix.y) - x2 and region R bounded by x 0, y x and 2x+y 6 (a) Sketch the...
A terrain is defined by its height z over the base x-y plane thus: If you are to start searching for the highest point using the method of steepest ascent, determine the one-dimensional search function at the starting point (1, 2).
A terrain is defined by its height z over the base x-y plane thus: If you are to start searching for the highest point using the method of steepest ascent, determine the one-dimensional search function at the starting point...