Name the quantum numbers and describe what they tell you.
What is
n: shell/energy level
l: subshell/shape
ml: #orbitals/orientation
ms: spin
What is the electron configuration for Cr?
What is
1s2 2s2 2p6 3s2 3p6 4s1 3d5
Name and define the periodic trends.
What is
Atomic size: increases left and down
Electronegativity: increases right and up
Ionization energy: increases right and up
Draw the lewis structure for CH3CH2COOH.
What does VESPR stand for and why is it helpful?
What is
Valence Shell Electron Pair Repulsion
It helps illustrate the position of atoms and electrons around a central atom
What are the principle quantum number, the angular momentum quantum number and the possible values for the magnetic quantum number for the 4d subshell?
How many electrons can have a principle quantum number of n=4?
What is
n=4
l=2
ml= -2,-1,0,1,2
What is
32 electrons
Write the electron configuration for K2+.
What is
1s2 2s2 2p6 3s2 3p5
Which of the following atoms have the highest melting point?
RbCl
SrCl2
SrS
CaO
What is
CaO
Draw the lewis structure for SO32- that obeys the octet rule.
Draw the lewis structure for SO32- that minimizes formal charge.
*include formal charge
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QZFyX3Oc57TAq1QUCmv2d4wEP3FX/xFm/0XLIVBAPUDe+eMCX/6p386vPSlL23KNKMD6+o4MUwceeSRw/7779/Su18MbByl+r8QKATWEwE8jcXdj/cTHoWnUdh6ooxZE5qZ/3gSTOJplDv8lqfAMccc0xQ52yXaMaan3XbbbTj88MOHQw89tM0Iudfz2z5tnRcChUAhUAisHwKMvvEQU4p+ljalMpB3nZGZh8APfvCD0Za7SbPYkRGBjEjMA3mNGyLyXvn7/fCHP2zGghipF8u7rhcCQaAMBUGijgsQoMxiXsjA3fpZ1ktbcoUwJIqwaK1m1xCldZwB+V9ark4MAc6tx/rRj36UrJr7rHtvfOMbR+t4x/MZJa6TQqAQKATWCQE8zo9StsMOOwzHHntsMxZw68TXQs961rPaPZ4CjKVoMZ4WHonnMj7wMOBR8NWvfjXZNcMEz60TTjhh2Hbbbdv1Sfx29ECdFAKFQCFQCKwbAmTEYnFpFisUN/Do3oul6a+TLd5DFiyH4la+nLSVphCAQBkKqh0sikCMBZgWN6jjjz++udHmAQP+Pffcc+RJ4PokRRgDS16YFMMDZsgtK8QQ8aIXvWjEVCfNuiVtHQuBQqAQWE8E8LnM3mTZwGMf+9i2xjTlssb0hS984chIsCme1vNI/JYnFwPsgQcemOxaPq5beoDKSDCCpk4KgUKgEJg6BPDo8eVoSxWSF8KmZMX489J6z3JJ/pP09OU+X+nmD4EyFMxfna/oizEhBgED/AMOOKD9JmWA8SzFrKJcP+UpTxmOOOKISdm0PJbKZ+KDdbEQKAQKgTVEAJ8KTxOzwG8SSbdcnhZ+axnCwQcfPCm7EY9cbp4TM6mLhUAhUAgUAquCQHiz5We77LJL8zzjQWtpAYqHmXNpYxhgbH7e8563wBg8qYDJXz7PeMYzWuDv2267re1QxjDR5+/5GCssAd51113b5B6DdPKZ9I66VggEgTIUBIk6LooAZXhTrlCYzXIYTtJtKi/vKioECoFCYBYQWA2etrX47SzgV2UsBAqBQmCjIRB92Ja4r33ta1vMLdsjCiY4TjESuH7QQQe1GDU8eHmskQXJq38u1xiUPSMoofwTJ8dzJvhQr1O/4AUvaJ7B++yzT5v8Sz593nVeCIwjUIaCcUTq/4kIYGYY1yRaKbNZLK+V5jOpLHWtECgECoG1RqBXxvp3by5PW4xHyntz8+zLVeeFQCFQCBQCq4NAeHQCgj/+8Y8f7rvvvjZot0NOZvjz9sc97nEtkK0txsX9QvJIPkmXY66Lf8BDgJeumDZ2Vrj11lvbsZdJPAnEzBEI14+nA+qNFMm7joXAOAJlKBhHpP5fFIEwp0UTrODG1sxrBa+tpIVAIVAIbHUEVoOfrUaeW/3DK8NCoBAoBAqBTSJgIP+mN71peNSjHjW8973vbYP5/gE7gtle3K43oeXwf2lM4DEE8FwQL+fMM89cEARXfpYznHzyycN+++03MhL0hoS8s46FwCQEylAwCZW6VggUAoVAIVAIFAKFQCFQCBQChcBmIJAZe8ttxbAxmL/33nuHG2+8cZSbwN6HHXbYcMghh4y8dvPcKNEiJxnsy9/OY3bFEST8CU94woIn7KTDU4EhAS03/wWZ1D9zi8CDfn8/NZeYxQJgzC069eGFQCFQCBQChUAhUAgUAoVAIVAIbAYCictlxwFBDW2lG3LP1uGWJyCD/+V4E+R5R/EIsjRY/vfcc09/uxkOarecBZDM7T/j43weLgxIjEvaoWUwj3zkI1sMi8S5KI+CuW0u9eGFQCFQCBQChUAhUAgUAoVAIbBaCGQGX0wBuxRMos0xECSf3rPAMge/SZRyTLpX1wqBxRC4PyzmYnfreiFQCBQChUAhUAgUAoVAIVAIFAKFwGYjsFJPgZW+KAaDSc9t6t6k9HWtEAgC5VEQJOpYCBQChUAhUAgUAoVAIVAIFAKFwFZGYLUH6wwR5TWwlSutshvKo6AaQSFQCBQChUAhUAgUAoVAIVAIFAKFQCFQCIwQKEPBCIo6KQQKgUKgECgECoFCoBAoBAqBQqAQKAQKgVp6UG1gixBINNeVZsIFa7XXa620TJW+ECgECoGtjUAfkXoleeOPq+2qupLyVNpCoBAoBAqBtUFgc+WG0tXyg7Wpo3l5S3kUzEtNT9l3ZiuXKStWFacQKAQKga2KwObyus19bqsWvjIrBAqBQqAQWHMEiv+vOeT1wkUQKI+CRYCpy5MRGPcguPfee4e77rpr+M1vftMe2BRzM0Pmvv06t91226HPqyygk/Guq4VAITBbCOBx2X9Yycf3zl6KR3rGvsbbb7/9YDutUHkYBIk6FgKFQCGwsRAYlxv4/Y9+9KPhF7/4RfvQ5ciNP/7jP25y4xGPeMQInJIbIyjqZDMRKEPBZgJXj92PwI033jh8+MMfHn72s5+1C/3gv8cozAqze8UrXjEcc8wxQ8/MXJemqBAoBAqBWUZgXKFjSD377LMHvBItxiPdi8F0jz32GI4//vhhxx13nGUoquyFQCFQCBQCm4HAL3/5y+G8884brrjiivb0ppYiRG484xnPaHJjr732Gr1xXB6NbtRJIbBMBMpQsEyg5j1ZlNv/+q//Gm677bbhX//1X9vA/p/+6Z+Gj3/84wPPguXSf/7nf7YZM14F22yzzYC58TJAFbtguShWukKgEJgmBHpF7o477mieVsp3ww03NIXv29/+9rKL+53vfGd49KMfPey9997tme22264ZDfDhGF2XnVklLAQKgUKgEJhKBAzk44HGg+DOO+9sBuPbb799OP/884evfvWryy73k5/85OFRj3rUSB+nV++0004j43QMCsvOsBIWAsMwlKGgmsGSCPQWSczrve9973DTTTc1hdVs2UqMBF523XXXDayl3KQe85jHDMcee+xw+OGHt3J4V3kWLFkllaAQKASmDIHwSbztU5/61HDhhRe2EjKqMhyshL7//e8PH/jAB4YLLrigPfaqV71qOPHEE4c///M/b8u3VpJXpS0ECoFCoBCYTgRiJPjtb387fP7znx/OPffcwYTcfffdN9C3V0I//elP28TdZZdd1h57yUteMpx88snD05/+9JVkU2kLgQUIlKFgARz1zzgC8SQw029mjAcBJZjlM4TRhdnl2qaOFGm/kCUIPAt233334WlPe1pThMtYEHTqWAgUAtOMAN4XIwGDwJe+9KXhk5/85ANmgh7ykOWLWzFfvvnNb44+mxIpbsGLX/ziNkOU2AXFJ0cQ1UkhUAgUAjODAJkRvfnHP/7xcOWVVw6f+MQnhi984QsLvmElcoPHwK233tp+Mvn5z3/e5MbBBx887Lzzzm1yzvWSGwsgrn+WQGD5mssSGdXtjY3Ad7/73bbO1gwXL4Ke4gWA+WyKAfWMsX/+kksuaUsZTj311GYowDxrCUKPUJ0XAoXAtCIQIwHPKl4E73//+x/gQbASHilt0uebb7755uFd73rX8B//8R+DZQg8sVC5kgahOhYChUAhMDsIRG4IdvvFL35xeM973jN861vfmvgBS+nDkRnjcoNHwplnntnkximnnDI88pGPbPmX3JgIc11cBIEyFCwCzLxfDhP793//97bM4HOf+9zwmc98ZvjhD3/YoOmtnIwDy2E8MSR4Ngztd7/7XYvqajnCSpcwzHsd1fcXAoXA+iEQHomHiT/wla98pXkSfOMb32iF4o2VNC5ItxTF0NrzV0qiuC48DHhy9UFgl8qv7hcChUAhUAhMFwLkgp8JuGuuuabFsLnqqqtaIV2PJ68LK5Ub8VIgSxghvve97zXDdbzQpguJKs0sIFCGglmopXUoY5iNJQKWG3zkIx8Z7rnnnlaSXvmlxPphQjEALFZcxgQutI7y7/N52MMe1qyeGFvPJBfLq64XAoVAIbCeCIRHWibAbfSMM85YsKY0/I3Chkfia/hknptUdunwwEk8Unr8kzupoFXFJychWNcKgUKgEJheBMiFyADLeU8//fSBx1go9yI3/E9ubIrfxyjAqCB98kie5Am58fjHP36T+SR9HQuBHoEyFPRo1PkDEBBU5Qc/+MGC7Q+jAMdI4KFnP/vZw0tf+tLRGij3kLRJb6bN+qsYCxgWwtAo25deeml7ft99923rcD2PARYVAoVAITCtCOB1gkhxGw3f6z0CKGnoiU984mCtqEE+Slrn4YM/+clPGo+0ZtVzMb5G+cNDzznnnOGAAw5oOyJEeSw+2SCtP4VAIVAIzAwCJt/IDUvKUPg9fh65ITbNy1/+8uGZz3xmSzNJbvzbv/1bi43DQ8H96N3khrwsQTDZJ58XvOAFI6+0khsz01TWtaBlKFhX+Kf/5RjNYq6umIydC2zB8trXvnZ485vf3AKn+KowszAsRxFdeSiwov76179e4FIVzwXxD0T2FnjFM/IpZjb97aRKWAjMKwL4lGCsf/qnfzpYqjVOvKXcO+iggwZxWP7iL/6iJQmP9E8MBRQ9htRPf/rTTXns3U6l57kgYKIZpj333LMdPR+lcvzd9X8hUAgUAoXAdCKAj4/Ljei77okpYOcCO948//nPbx8xSW4wVDMa8xogg8blwfXXX9+2NZe3Sb0/+ZM/aXmNp5tOlKpU641AGQrWuwam/P2U4H52THExGz/3MK/DDjuszZTZsWBTxOOA54DtXy666KIHJMW0rPVlHS0qBAqBQmBWEKCkUex6ikK34447Dq95zWuGQw89tM3m4JuL0fOe97zhmGOOacZZgWOz3Cvp8V3eBjwPSskLKnUsBAqBQmD2ENiU3OB5Rm74MRYsNmHnqwW3PeKII5qxwFLhO++88wFg2G7xX/7lX9rStgfcrAuFwCYQKEPBJsCpW5MRiKHALNi22247UG633377yYm7q0960pOGI488ss2e2Vs8WyxilmbOKNa77rprW0fVPVanhUAhUAjMHAL4JHr0ox897LHHHsMuu+wyWoa12McwynIP5W7KHfWrX/1qSxoeKU/37IvtWlEhUAgUAoXAxkEgcsOsP33YtuGbMhLkyxkTeOPy1r344ovb5Sw9YFQmL3baaaeBh1tRIbASBMpQsBK0Km1DIDNiGNott9wynH/++W2Q/5d/+ZcLEBqf8cKoMKn999+/uerGcwAzy+zbYx/72KZQ5/8wzQUZ1z+FQCFQCEw5AuGTPAB4UDECvPrVr16g9OFzPY/DI/2e85znNHfTAw88sH1lzyMtc6A8yi98csqhqOIVAoVAIVAILAOByA3LcW2b+PCHP7x5FTzucY9b8HSvX5MZZATDAo+0vffeu6VNXmSMNO4zQJTcWABl/bMEAmUoWAKgeb+NoQho2BPm4+fejTfe2LZ4sX2Xa4961KMaY+NpkD1b+2edP+UpT2luUuPX8798e+U51+tYCBQChcA0IiCuAB7YE8UN8Zz62Mc+1taPUtbEKHBPBGrxXSaR2C8CHy5G4ZHFJxdDqK4XAoVAITDdCNjhZjG5YdmZZQSWC9Ct99lnn/YxJtMW2/WGfDFhNz5pFxTIi8iOXKtjIbAUAmUoWAqhur+o9RHzQhid3QwwNLNd2223XbNqvvCFL9ws9CjRvbV0szKphwqBQqAQWAMEonz1gQf712Ywf91117VAhdxD8UlrT4866qg+6bLP8chS+JYNVyUsBAqBQmDqECAbxnVderXrkRvidr3vfe8bLrzwwlb+Qw45ZDj22GNHAQlX8lHyTv4rea7SzjcCZSiY7/pf9OvDpLgpcYMVjdsv3gXcXjEcR2ltoeiHWDw9x1qKwvSS51Of+tRhhx12aPfyJ2mSPtfrWAgUAoXANCIQfoYHWvtpy8Kvf/3rLQAho4HrKDzSUqsrrrhi9CkURF5XYhigfuCPh/I8GF9PKk0o78//dSwECoFCoBCYfgTwbvozXdhSXLFo7PhFbjAC+0Vu0LkTq8aXCUrIc5dnLurlhh0UyI1xb96SG9PfJqa5hGUomObaWceyRQm1Lurwww9vg/8zzzxzsM0KCqNzjlyMCD0AACAASURBVOH19Itf/GL45Cc/OVx77bXtsrR+mJW0ZtLe8pa3jBRkiZKmz6fOC4FCoBCYVgTwLGS3g/32268FkjrrrLOGT3ziE+06QwBXUDTOI13753/+57Z7QYwB8svsEuPsKaec0rayahn8H490nvfmeh0LgUKgECgEZgOB8G8yQSBwwWkZi88555y2Kxg9maEATZIbdHDGApNxqJcbz3zmM4eTTz55eNGLXtTu9X/y3v5anRcCy0GgDAXLQWkO04SpiLbKQomR2Z+VlfOGG24YeQv0s2aBCaO7/fbb2y/X+qP71uDaBUGgFvu6ZtcE9/Lu/pk6LwQKgUJgmhAIn2IMwL/87r333hZ1+pprrpnoWZDye/buu+9uv1zrj5Zx2fLqtttua5dtsSiAYRTHGBT6Z+q8ECgECoFCYPoRwP/96MB+lu/a5ebKK69sMW14FpAr+H2MzfkqO4aRL5PIMgVyg2xBvA722muvkXdbyY1JqNW1pRAoQ8FSCM35fcwMs3riE584HH300c1gcNpppw0333xzQwbjcT8/F51vijz7s5/9rK3TtV6Xd4G1umbmau3tppCre4VAITBtCPQzQAcddFDjkaeffvpwwQUXtKJGOcMXNzVT1H8XN9QPfehDzTPL9de+9rXNY0H8FyQvvLmoECgECoFCYPYQiG6t5DwAEgj8Ix/5SJuIG9etl9Kr5WOnBLuQXXLJJQ2Ql770pc3zwG4HqORGg6H+rBCBMhSsELB5S04JRqyarJOvfOUrm9uTaKxf+cpXmrIahTUWUMwongaT8DLr5heyroqRAFMTzZUyHeU6aepYCBQChcA0IoD/4Vf4n9gCtjQ064N34pGUNySdX2aINsUjxXf5/ve/P/pcPJGr6V//9V8Pe+yxR+OR8gp/HiWsk0KgECgECoGpR6CXG5YfCP5NVuD9l19+eYtZEJnhYyIvcpz0geTQD3/4w9EtXgriFTA0v+AFLxgZqku/HkFUJ8tAoAwFywCpktyv5DIAGMgfd9xxg8G9pQgCHIaZJXjhOF6eo+g6IkfPhDBFcQ0ovW94wxuaIj2eJmnrWAgUAoXANCKAf+FzFDkDei6g+Fxmd5QZj1xsdwTP+iHH3ghwyy23DGeccUYLJituDA+vpJ1GLKpMhUAhUAgUAksjELkhZWLd0H95BkRPXonc6I0AjAbvf//723I4y4ctYYuheumSVYpC4H4EylBQLWFZCERpxWTs//3yl7+8bfVlLa09xK+66qpF101hdphXLKE9o6I0s3qK6moZAob44he/eBCUBYVRLquQlagQKAQKgXVCIHwOf+NGai9rOx2IweKewT6jQXaOGS9mrzD2RgPP4rF2lbGcQf6WOAiEFV5afHIczfq/ECgECoHpR6CXG2b/zfzfc889zYOXTLjzzjvb9uO81CaRNAwL+UXPlpZ+bZnvZz/72ea1y4Atf7HHUMmNSYjWtXEEylAwjkj93xDAdPoZq1gpMRb3LEM4/vjjGyP69a9/PXzwgx9szI1ijCiw0qHf/OY3zRjQz6TlvmPy/tKXvtSWNZgxs91Ynm+ZjG0Dk2t1LAQKgUJgvRDIQN37KWz4Ywb8lDFLtRhV0Re+8IXmWspggMIDneOBDKZ4ZSjGAnzQT97f+MY3Wh6CwVqCYMlWT3l/f63OC4FCoBAoBKYHgU3JDbz+ZS97WZswU+LrrrtuNJnm/15ukDW/+tWvmsdAvi5yw//OpbnjjjuGD3zgA01e7LbbbqMdE/KMY/Tw/lqdFwIQKENBtYOJCIwP0pMI00GslpYfIC62r3jFK9paKNFbUc+sKMZmwiwvCMXgIJ13MSKYaWM9pTBPImmLmU1Cpq4VAoXAeiOQwTzehk9R6Pr9rLmVMgT8+Mc/bkXteaQZpIsuumj45je/OfqMGBxckBce6YdHWss6iRcuxrdHmdZJIVAIFAKFwNQgEL02csP/DMF+iAfAm9/85uElL3lJ+7+XG3RlBmgeuaFebkiLXKN///znP28yJGnrWAgsB4EyFCwHpTlKQ9EMc8FYKLbcaLNn62JQsFLaRrGn5HP11Ve3eAbXXnttu425UXQxr9466mYCGyYf71cOe43zNJDec5hq0WwhoD30A5lJA53Z+qIq7bwigA8hvEysFkodg2muT8JFXIE3vvGNjX/lfngk4wG+Jj9HfC+BraRJOs8JfLXNNtuMlnK5xr1UfxJMEa/EH+VTVAgUAoVAITAdCEQ+8MK1lKDXaxcrIZ340EMPXcDPIw/IHluMy8sknSVqzskPulbeJ2/P8HLrr0XHF78ghonSyxarifm9XoaC+a37iV8eBmTm6jOf+czwve99r7nOihswicJUeBj0a6P6tM95znOGk08+uQX4osBedtllw3nnnTfaAqZ/DhPrB5O33npr80aw16ztGc3QKWPe27+nzqcbgb5ep7ukVbpCYHEE+nbM+ImfPetZzxqOPPLIiQ+FV+FtBviT6BnPeMbw+te/fthll13aIJ8X1sc//vG2p7YBf/iyZ/FLZaBkIsqitPfdd9/wute9ruXRl3HS++paIVAIFAKFwNoh0PNkeu2FF1440GuPOeaY0SC9L81y5MYTnvCE4VWvetVg21xGAsEL6dbkx/hkWuRGDAXy//SnP9081BK7wPuVc/zZvlx1Pn8IlKFg/up84hdjDlFGxRn4+te/3pTPb3/72239E6+CzFI5mt0XpwDTyXV59MwwL2IRPeSQQ/Jve5Yl86abbmquUD1Tkp91tyyuZskw07PPPnt46lOf2iJ9c78yayYdBbp/dvSCOpkqBLQr7UJ9Jfil3TPipRKBOA2FjhBNWaapbClTHdcPgbQPSpklAJ/61KcGW8Xus88+A6XND0/SbrRvPDKBo7T/xXikL3r+85/ffs5vvPHGtoUst1J80PtC8mAkcM02s1/+8pcHe2/j2wwRjKnjvDnP1rEQKAQKgUJgbRGI3IgOZID+oQ99aHja057W9Fq7EURu8BAw8M/S3qXkBm9eP2RiL54Fd999dzvPl0ZuyI/+fcMNNwz/+I//2HYuI0t4vJEbmbgr3SfI1bEMBdUGGgIxEvjnn//5n1vgk6997WvNjclgHQMKI5Nm//33b9sk2qkgg8DFBu1hkoHaYJ9Ci0lRss2EhSjA7v3oRz8aPvGJT7Q03m1t1bvf/e7G+MzceacyFzMLctN7VFdIHX70ox9tQkod7r333tNb6CpZITCGQNqxy9/5zncaj+R1xfhltxbGTe6beBJeKCDrscce24IOesa1xXhkjGl5JQ+Fk046qe0ww1sADwzhp95jaQIjwfve977h5ptvbu6mH/7wh9v7BZql+PVlzvN1LAQKgUKgEFh7BMz4m/g699xzG0/Hw9/5zncOXP8jN7bddtvmZdB78RrcT6Lowbm3ww47tGdNptGvyYUQGUNukFNi4ZAb11xzTTMwf/KTn2z6tFgI2XEsz9WxEChDQbWB0Zola5vM8tu/lXHA8gPETcqvJ7NcmJvorGb7Ka+U4EkMDQOMwopZ8Ubg6mRG7uKLL26zYsmbNwFDgUHl5z//+eFb3/pWu8WYYHbNLB3vBjN4tmn0Xu9cTAFPvnVcewT6wY/BlPokIAVuYxBiOWdRj2fBetZhjFkGfAaB2r6BXspWBqm1bz/T9Ma+fXz3u99tRkwD+AQm/OlPfzp87nOfW1BkszNm983Q7LzzzpucqcHDwiNlon/wMNAeL7300ha1Opkri77Dm4CiZ+lDiCeCfieOgd0WKI7SL8ab81wdC4FCoBAoBLYuApEbciU3GJYN4KNP8wKz21dPiRdgUC/ulyOapIOM83W8f88992xebF/5yleaPp+8yRdyQ9Bwu+eYpAvReZSL3Hj1q1/d3puyT3pvnqvjfCBwf0jM+fjW+soJCIQZuHXVVVcNf//3f98G5DESTHikXWKpfNe73rXAIwAjWuy3WD4rvX7FFVe0Ml5++eWjRzHHoulDIAMfrnAE5BlnnNHWzvEWMciypSYLe9rMNHyBveqVS1ljpFKufMs0lLHKsLYI9HV/2223De9973ubZ0yMBIuVRju3JMDMze233z5KlvY+fhwl2MITy8VOP/30tlaVUQ7lXVuYdT1eCBQChUAhsAwEerkRWXDWWWctkAWTsmE8MMNPvzagD2XiJbw8x9zf0uP3v//9pvvweKAHhfrvyLU6zhcC5VEwX/W94GtjJMCYrr/++qZYfvazn12wHjYPZN2S/81+2btVHAMzrtZSWYogINdyBu2UV0HAbOnCuokRZTbZDJqIrdawi2tg1sxaqty3topnAa8CllazbuVZkFqajqP6TDtgCGDc4aWivYS4Un/xi19s0XzXUxDl3YwZsfhbd+5/s8E8XPbaa6/R95R1PTU4H8fwSPwHHzILo31o1+Okzafdu8fYyrAgPX5lpkZg1z7NeB7535pR3gH4Me+qnkdqg/im2R/87+CDD26eBYIaIvcYcnlm4c3u847x3vEZqLyvjoVAIVAIFAJbBwG8NroFwy0+bvDvfJyki5xxj9wwUCdrEhuM3MDPk+d4Hv3/vIJ5t/HiTHp8349s4FWw++67D4cffvhw5ZVXDmIZIHq9IIjkC9kiSKJ0kVel+/Qoz9d5GQrmq77b12Ie6fwucF+1/p9HwXjQrMAT19g8639k8GdZgIGVdbEGV0sR5mTGFkNjcFCWMCHvZyjgtnvUUUc1Y4AtwwzieuKuRTE+9dRTh8MOO6zdko9yYYhF64NA2oe3WwtnaYkZ1bja9aUyiOkNUP29tTpPP7DsxoCONZ2A1Y644mmXjGFcx5Hvq/a1VrWzvu9R1yEDfm2D8mZ2KNSncU3byLW0FUaFD3zgA83oqc0vZw0ohVK/STDDnkdqk/it+DAHHnhgU+qsc5W2J+tQTzvttJb2xBNPbNs3KlPK1aet80KgECgECoEtRyA8Vk4/+clP2nLLc845Z9lyI3qs+AWWaprIe9vb3jY873nPW7JwJmDEqaHLMAAoCyKX6DTkhuC6L3zhC5vcoH/x7uxJHrzm6PWWQWy//fbtdsmNHqX5Oi9DwXzVd/vaDI4wAuuYDIguueSSxkR6OPbdd9+2fYuZrTvuuKPdysDOEeMx0DfThjFRYCnCyL2ewjwxLIN86255D6Dk6VwermNm1q+zajIUUNB5IYQwUflgZL4nuyH0CnXS1nFtEFDHaVviT6hjngR9vSmJWXr1ZW9ggXumYeBNgPKqUe7QXXfd1WJ18Fx5zWte02Zv833aadHGRaCf4WFIveCCC9rymXFPAgYksy6MS1dffXUDRBvxSx5miLSriy66qBmdeF6hcR7pWtoXQ4FZoRgleh6pvzCoimMgYOFBBx3U4n54lhEWv0QMdfIxk4WfSmfNq3TePQ39rhW0/hQChUAhsAEQwFszOLdsAA8nO/pgtD7TRJhgziYoBA+nT3iOzPCTD7lBBzHZQs9NYMJNyY3ImV5fT/rIDXkLdviXf/mXzVuNvq0MPNeQ91qGYGcGkySvfOUrR16V8kh+G6C66hOWiUAZCpYJ1EZI1g/kMCaKrZl9ruEGSiHpKLNm9J/97Gc3iyMFGUPBRDCy5BWmQZm2DjfK8SQl1DOu8wSIkSDp827l6p9lLBD9m6KLqWK4eae0AuQxGsj7Fa94RTM6yFOaPp/kX8fVQSDtQe7c2xierJMWJKcndcOV/4QTTmhLS7jWpT77dGt9znhha7tx4gJoZjczuILDEbR+01Du8fLW/1uOgLpF6pfC9bGPfWy0W0efOxfOv/qrvxpe97rXNWOYmAUG9mkXySd8T1uyRtVzaBJ/khZpb5ZZIfn0afFg/zMW4IvyY8iiTPLGovRJE2LINSvlHsNCjKvySFmTto6FAAR6fq6N9O2vECoECoEHIoBPh9ebzTd5xpNsPJYNo+9LX/rSwQ4DBvYCg/O41M/8Ijcc/W8ATwYxOKBJfTFyA4/v49L0pYzcoDeHLO/NzmXy7+UGL17jAwZnhgXGjfAF5SqaHwTKUDA/dT1iQDq+gdx5553XImaLA9DTHnvs0ZRfSrCBOsYiDddWTMj/mB2m4Yhx8U7wWy5hgj1jzXPyiBHBNQNLAzhGAIoxzwLbNoYYHSjGUZJF+jb4lHfPEJO+jquDALyRgVJ2NzBD35P2YpcMa+Osm87AfD3rKUJXm9HGtD19QxR7pGwEuTWG1gha5vKCF7ygBGZfsRvoPDzJJzF+UvbUvTbQ05Oe9KRmJNCWbWMlTorBuPSCYFKktHe/GEMpceNKY5/npHMGLNTzRLxYXn2/ecxjHtP6lnuWf2nDDHbI0dpT280qi3YuZkHKlz7QEtefQqDzbAFGydJqEoXAphHo5Qb+bzbewLsPCigHegbdx/bQZvR5eJno4nlp4o7cwI/xaT/5GrxHH9l0Kf5wt/dAy1V50/37QT6PAd6dJuHIGjq+8iAyhz7nW+THGC1WArmhXH0+eUcdNyYCZSjYmPW64KvSsV3EKAy0WToxhd6TADMw44QhvOUtb2kBBTEEjAQToZxSQOUR66Q8MTTvWInCicmMMxozY09/+tNHyxf6j7Cu1zpbZWSsYImN8qxc3HoZDbiJH3DAAe2oXN6xknL176zzpRHoBSSXZwEKeRJYH92Tut1tt93aHr9mYBPLYr3rJm2QALdlpyCaBmCEY1y4fYeZZbPB7tne05ag+oQ21g/Y+m+u89lCQF0ifAV/obzZAYMBoCdtl8FLfJQEJ7QEAX/yrBkg3gB9u5D3SpUr6dM/LOnSh/BZ55kF6sslANXrX//6dl/bxefx6tB111038r5i2JA+70g/SNo6zicC0RW03fA/7W0aZWkve0rOz2d7nYavTjvUZ+imdIczzzyzLRvoy5dBOQ9ZHgWWjm233XYtthc+T25YwkaGZGZf3pujY+T5vF8+ZIalniY8GI9NvNGX6dSWF5hsIy/ocJYUhxiZxSxQRnKDkdwzm1Ou5FnH2ULgwe94xzveocgawd/93d8tKP3f/u3fLvi//plNBHRohJGZHfvQhz400ZPAMoM3velNzVDA0klpQJgC5kBhMDjC0MaVZ+/AjJbzW0wp5cFw9NFH
Name the electron pair geometry, molecular geometry, bond angle, hybridization, and draw in 3D.
EPG: Tetrahedral
MG: Trigonal Pyramidal
Hybridization: sp3
BA: >109.5
List all of the quantum numbers for the electrons in the highest shell of Aluminum.
What is
n=3 l=0 ml= 0 ms=+1/2
n=3 l=0 ml=0 ms=-1/2
n=3 l=1 ml=-1,0,1 ms=+/- 1/2
Write the electron configuration for Fe, Fe1+, Fe2+, Fe3+.
Fe: 1s2 2s2 2p6 3s2 3p6 4s2 3d6
Fe1+: 1s2 2s2 2p6 3s2 3p6 4s1 3d6
Fe2+: 1s2 2s2 2p6 3s2 3p6 3d6
Fe3+: 1s2 2s2 2p6 3s2 3p6 3d5
Predict which of the following has the largest radius.
P3-
Cl-
K+
Cl
What is
P3-
Draw the lewis structure for the chlorite ion. Use orbital diagrams to explain the hybridization around the central atom.
<img data-fr-image-pasted="true" 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
Name the electron pair geometry, molecular geometry, bond angle, polarity, and show the hybridization around the central atom.
EPG: Linear
MG: Linear
BA: 180
Polarity: Nonpolar
Hybridization: sp