Determine whether each of the following pure states is normalised or not. Show your work and explain each answer for full credit. i (a) [26) = 1/2 |1 ₂2 + 1/{1+4)² (b) |) = (cos) |↑)₂ + (sin 6)|↓)₂ (with E R) For the following wave functions, determine a value of CEC for which (x) is normalised: (c) y(x) = Jo cos (T) if |x|
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- I need the answer as soon as possibleShow me how to solve it step by step, thank you in advancePolonium is an element which adopts a simple cubic structure. It has a density of 9.2 g/cm³ and a relative atomic mass of 209. (i) What is the nearest neighbour distance of atoms? Show your working. (ii) Draw a labelled sketch of the real and reciprocal lattices of polonium.
- Show all working explaining detailly each step Answer should be typewritten using a computer keyboard!Now consider a system too big for your program to handle: it has a total of 10000 oscillators, with 3000 quanta to be distributed between them. Block 1 has 7000 oscillators, and block 2 has 3000 oscillators. Think about what you observed above. For the most probable distribution of energy between the blocks: How many quanta would you expect to find in block 1? quanta in block 1 How many quanta would you expect to find in block 2? quanta in block 2I would appreciate an answer for each slide, please.