![]() n 4 specifies the energy level, and l specifies the orbital's shape. This electron is located on the fifth energy level, in the 5p-subshell, in the #5p_z# orbital, and has spin-down. The four quantum numbers of interest are n (principal quantum number), l (angular momentum), ml (magnetic), and ms (spin). This electron is located on the fifth energy level, in the 5p-subshell, in the #5p_x# orbital, and has spin-up. The orbital angular momentum quantum number is denoted by l and it is used to determine the shape of the. Part A Which three quantum numbers are associated with the 4d orbital View Available Hint (s) Submit This problem has been solved You'll get a detailed solution from a subject matter expert that helps you learn core concepts. I'll give you two such sets, and leave the other four to you as practice For the given 4d orbital, the value of n is 4. We can summarize the relationships between the quantum numbers and the number of subshells and orbitals as follows (Table 6.5.1): Each principal shell has n subshells. This means that a total of six sets can describe an electron located in a 5p-orbital. In your case, all three values for #m_l# are possible.įinally, the spin magnetic quantum number, #m_s#, can only take two possible valuesīoth values for #m_s# are possible for your electron. #m_l = +1 -># describes the #p_z# orbital Answer: Numbers of possible orbitals when principle quantum number equal to four, 1 (4s) + 3 (4p) + 5 (4d) + 7 (4f) 16.#m_l = color(white)(-)0 -># describes the #p_y# orbital.These four quantum numbers are So, you know that you must find a valid combination of quantum numbers that can describe the position and spin of an electron located in a 5p-orbital. Describe the electrons defined by the following quantum numbers: n l. #m_l = -1 -># describes the #p_x# orbital As you know, four quantum numbers are used to describe the position and spin of an electron inside an atom. Write a set of quantum numbers for a 4f orbital.The magnetic quantum number, #m_l#, which specifies the exact orbital in which you can find the electron, can only take #3# possible values for an electron located in the p-subshell the p-subshell located on the fifth energy level. IN your case, you need #l# to describe the p-subshell, since a 5p-orbital is located in the 5p-subshell, i.e. In your case, the principal quantum number, #n#, which tells you on which energy level the electron resides, will be equal to #5#, since a 5p-orbital is located on the fifth energy level.Īs you an see, the angular momentum quantum number, #l#, which tells you on which subshell the electron resides, can take values ranging from #0# to #n-1#, withĪnd so on. So, you know that you must find a valid combination of quantum numbers that can describe the position and spin of an electron located in a 5p-orbital. As you know, four quantum numbers are used to describe the position and spin of an electron inside an atom. ![]()
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