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energy level a How much energy would be needed to ionize the atom b How much energy would be released if the atom dropped down to the E2 energy level instead 495 eV It absorbs a photon that raises it to the next-higher energy level What is the energy and the frequency of the photon

In 13, you gained some basic knowledge of Cocoa s key drawing concepts, such as using paths to describe shapes, copying images to the screen, and rendering text. In this chapter, we re going to expand upon this, getting you comfortable with a few techniques that will bring your graphics to life. In the first section, we ll show you how to make a view respond to mouse events, letting users interact with your customized views. In the second section, we ll give you a brief introduction to Core Animation, an exciting technology that lets you create smooth animations with just a few lines of code.

classrooms can be made to lase at three wavelengths: 6328 nm, 5434 nm, and 11523 nm a Find the difference in energy between the two states involved in the generation of each wavelength b Identify the color of each wavelength

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hydrogen atom in the ground state and ionizes it With what kinetic energy will the electron be ejected from the atom

consists of an electron and its antimatter relative, the positron, bound together Although the lifetime of this atom is very short on the average it lives one-seventh of a microsecond its energy levels can be measured The Bohr model can be used to calculate energies with the mass of the electron replaced by one-half its mass Describe how the radii of the orbits and the energy of each level would be affected What would be the wavelength of the E2 to E1 transition

2 level a If a photon with a wavelength of 332 nm strikes the atom, show that the atom will be ionized b When the atom is ionized, assume that the electron receives the excess energy from the ionization What will be the kinetic energy of the electron in joules

atomic hydrogen gas What minimum energy of the electrons is needed for the hydrogen atoms to emit the red light produced when the atom goes from the n 3 to the n 2 state

In chapter 13, we introduced you to the NSBezierPath class for drawing rounded rectangles, ovals, straight lines, and points. If you ve used a Bezier drawing tool in Photoshop or other applications, you may have wondered what those shapes have to do with Bezier curves at all! A Bezier curve is essentially a series of points describing a path, and control points describing the curves between the points. As such, basically any shape that can be drawn with a pen (in the real world, or virtually in a computer graphics system) can be described as a Bezier curve, including straight lines and jagged angles. However, as a layman s term, Bezier curve usually means something more along the lines of what you see here in Figure 14 1. Here, the black curve is a Bezier curve, defined by two endpoints (the lower-left and upper-right corners) and two control points, depicted here by rather gigantic circles at the end of sticks. By dragging the control points around, the user can change the shape of the curve. A view like this can be useful as a pacing control, determining the rate of change of some value over time, such as the movement of object from one point to another. Make the curve into a straight line to specify a perfectly linear transition, or make a sort of S-shape to make a value start changing slowly, quickly ramp up halfway through, and then slow down as it approaches the target value (sometimes known as an ease-in/ease-out transition). This control is what we re going to be implementing in this section.

532 nm Do research on the type of laser used in this type of pointer and describe its operation Indicate whether the laser is pulsed or continuous

two-photon techniques Two photons with identical wavelengths are directed at the target atoms from opposite directions Each photon has half the energy needed to excite the atoms from the ground state to the desired energy level What laser wavelength would be needed to make a precise study of the energy difference between n 1 and n 2 in hydrogen

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