TThe air pollutant NO is produced in automobile engines from the high-temperature reaction:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVYAAAAYCAYAAAChitUrAAARXUlEQVR4Xu3cB7SkTVEG4BdUzAkxIgYkm3NCDCAiIiJiFjFnxYQJBbOCGQUDCAiCOWdFxZxzzmIOGMB4MHGePV3/6W37m+mZO7v/wj99zpzde+fr7urq6rfequrv3ijndtbAWQNnDZw1cFIN3Oiko50HO2vgrIGzBm44GoCfb57kyUn+t1/2GVhvOEZwXulZA2cNnE4Dz5HkJ5P8XpI7JblLkj+u4c/AejpFn0c6a+CsgRuGBm6cBLD+d5L/S/L4JP+T5L3bzzkD6w3DEM6rPGvgrIErpwGpgC9P8g09Y4W8ULfaZbmC5BL4Quj+Gf/vf14R2ThvneR7Vx5O8mJJ/mHx2VM+Rk6f2yV5uSQ/keQ/xhzKkRPSNf2u6O51kvzyieY9UtzLuj1/ktu03/x+kn/bGPQU9nTsHlzrNjbqhrxlD86Yn3edxVPs40XGuGuSH1qwX2vZ1UaMuYhMW33J4Az/9sYDvn+tJH+S5B8X1jQbxn69c5I7JPm0xlovPeeLL0zyZkleM8mvJnnTJE/vRnmLJJ+Z5FWTvECjvV+T5IcP0IZFfGySv02i70r7gSQfn+TXjlz0yhzjMwz/s5K8W5JfaUYPUKyb/D97AaC7eZKvTfKBSQDTvvauST4syZtcYM59c6x+f48kX5zklVoHxkq+35jsDXt6q2Zsx9iTPfiSZpOMXrjV78HPbNgDG3tAkr9O8rjFhZWNkfNKN2ftEUlu1fJxP57kD5tNYDyfnuSTmxBPanZvPStO+ErLXnvyTklepu3JrjnfuOUfZ89YN7y5UutiBzCLLs31oEGIAkPfs9XXS3KzBpDCef2Rul3tqU1+YPqKSd6m4eJHjakAA39zA9VvSUKBo1f5/MbcPuXAXSQogT+k0eXV7voBsg9P8nOrndpzleI4ZPMYj0S0dX9Qkh9tSjIWBVr3ByT56iOADlP/nLbhvONqYyAcWDHd1X6nfO4lmi7kkX6zGWLZwOsn+fnJZK/WgMFX7OkdJwdpZk9vlOSnknx324O/bGOzhQcn+Ygk75fkW4fxysY+OMlXHLD4i9jYAdNc9uhXNjt6VJL37755leaoOJWP6dnPsROdqN/bJnnd5iyB0HPukc15+a4WbT5lkME4398c54nEu2wY5+RT228AJ2fFbvr2Lkm+LsnbJfnORi5F0f/awNWzj2lEciYjZ/xJg/29UBI2/9OFDQVADEyHV2ge9XMnnd8hyatPPMAuBRmfoQulr0PzAzTK2MhlXl5itVEo5r3qGa3/O5JgZrPDaR1f3xwOQ3PwVxsPj+HdsQHTar967qNbSIPpHuIotuYRunCinN1K4xCwREZY7T1b5MHRPHIySAHdnzabWrEnff68MSIH+BeGce2BA/Ha7YrLX7Tvexv7yJUFDc8ca2NHTHWpC9vkmPpDD6xEZk9sDvhqhMqr8ld6ArnA/vYBq/D73m0dvb3eNsnvJnnpJH8zmbwIDCDcsnN7xU5+fY/wd06C9Y/Aag4gKsVnrJqHg/uqFkkgVPvamAo17o8kMe+lveuB1YRCFQCjYQbYWTXsCViNHmCXEK/cGAg0/7PJQcGGLFAoRNiZQdnQl2yAtwosFOoKhDtmK33uluT7Wk5TbnPWR0gutJD35HlXjJ9+JbWlQGZ6YyR09PftMwO7l2qpA7qXnrhoE84DSamdlTUA1tFDk0nIPdpIyVbAihWs2lMdXEwOYM/2wJ7+WJKHN/ZKfiD8g40xXE0bO3YfRmDFshxmzu5LF+312Lkv0m8VWMc8cc2JhSNn0gSzvS0m+RntrIzPwAnFIeOLgH5rx2K2gLXAHdlDoKrBF2CPqb7vwh6QwTqKoYrwES6E45LcPbAClru30PuLGssUwjJk7VBgNbYDCYTefhDWdxjsF7T8LQ8HXBSKNJ6xFOt+2Lc1prKSm9SfEQCiVWC9f8shciTAYtbkXYo1cxTyi/uaQwNU7zXJOdnkL2v5bJ7cRgmdKnyq3BBdCZ+E4fK8W46i9nKfTL6/TwuZVsF1HFOynmFL/s/AvoAVu5EnBM6ili17IjuwZOwOoNzXrj34oyT0B1gxDQyEc+x1Y0xsX8pBjWCXjb1lSy9gw6s2tqLn2TM9sHIiIiFpFimCFRKwMu8htmC8lXlXgXUmH3kUvUSfn7exgMp9ikpGcC1Q1VXE5SzsalvACgCBs8hGyqUae3W2RViI1T7CQVYpK7WXb2oyOUvX6bEHVoe3jJPn/NAGHn73VzuAdctDERZQyhGOCWQsQ96UIWOAxQbfpx1Aiy8h65BS9jjOlnIPAVbyO5wAVQ7P2reMwwVg6RKFGwei2pYO6hbEGD7VnM+X5N2bg5M3fPlmeCrufejtMGJx5v7PDfmKpa8cPM9wPJwmDw2oDmnv1bwzpzczwtozjkXDBHhzzmhmT55noMBv1G0vl+fISg909U/NMc1s4xAbqzuJh9jYIfrqny1gBfaKfA6zNa+mZlbmtQ5naqU5oyt1k4sAa+WPkZNdNYYZuIro6hrTCqha8xawFoEyzjcO51e6jnyisX3AqmvvvP6fYxpzrDbaoAz4e9oh+PZm8NhfnwrQF9DJ/SlQfHYLD0ve50nyz0keOgHEymm8ePMU5ntaA+GR3VbujTyzPOPsaocEtrCRgsdFz66TCVdR+UpobwEr6v8GST6uASB9uBRsQ4RyqtH9fEALKxmLT35WEbYmlX+tDlw5m14GTE6a5pbteshMPv2Pafbxd1p+b6U/fWP2wFJqZNZ6YKVvDgSIYwMze/K8iMl1nl174Dm5V0xZ4cwh/YPGcHqna00cJYe5amOATb74VLnsLV0WQGH8ih63aHbDjlYO9MoesQV2uMpcVwhL2ee+HOtMPrd7REn2bN8ae3CtSMOYq6DaA+voKEXQbv2IzNlbNXNKx7xhkuddkHHvHvTAKk/FsGvhDjHq7nqIcIogBaz6CUvdJhDGEtQVLcZcwCIFoGI8YwEFrO+R5AkNyCV/GRug6cGpDpNUAQY4AqUwjuwrzUaN3tlaHtjk9J1nZs1zDrEcJTmENkBCmkKu2KapaleYUqkQ420BK2ConG55Wdc3sJi+ARtzKYAJQa6vZk3YqvVymFsh5Ais5GUPjNfVqbInxUWH2rjAGrjs2gPj/ksDaqCkqIlxncLGACt7n9nYKfVdwCriUdSrq16cgNsoK2H5KeVZHetYYLW3aigiMKm/laYPFg8bYEJd7VvpuwtY75fksZPaQJ1t59T53gf+e+XogRVQAKl+UAxWikBzXQpNVoSpe23Fttz7dM+xp9Gq4a7LzK48oPcYj/wjY5I49hEKVp61hHeYfrGFgHIko+HJ/Xqm/70DKxQCauPzs/u3kurFOAHHzLjNAQhfuIWiL9hCUWssj2cMeVPN7+jnYRNg7cEcG5Vf+4S2qUL+cWOxeKmC1+iuMY2bS75VhjL2XXlpwdjk+MRWMNoFADNgNSfd2veyJzZSjk4elg6wfgdg1rB5tgCM/J8dqRDvsjEFLXaDLYk4kIORaZe89m9mY3sP0gEPFLCWzJxl2fxW4absyb8rwFspmBWxtorGY99jgdX9eOk+58WVppVGfo7HvsCEXXqZjVckZXS49fvReZvn31u9ADla0fHOdfTA6nrCmDPzvVyrvKPig8RzVbcxj3r7xgHBRly16HOjChuY1qwiLlUgTPav3Jt0wiwpbdFAl6LlSFYWfeitABvJq1qTIpK1jq1Yo6tW92x3ELGMakJ16+2vHxUgzsInv3OI6UxUQE8O9sxbussLoOlZNX7WfAegXRk7tNUbNbv6Gdd6+qiEfSgcjfcVt4DV85iuaIeOMZgC1sqJ0uHWHujHBuugScGIZGbAai1sCxN+7nblTR53VnQsedm5PPuVbCOwmquYlP+reDsLZed0JrV10+aokQBOdldDKERhK01oXC8m7Hr+WGA1tjUB2BUmWKCqMOTMYatY5iHgugWs9plTZq9Sf9WkADhdBXUE8cKtgFUOTGEGWl/3F1ra6J5RpVVJKwN+2SR1j9Bjqq+E6729fgzV2P0VBr+3QCDCSHqgnIGmdIPDg/2pHK+0Q4GVTDZfkny2geT1l2ysURhMnr7pX0UIG1TNnT2Fv1u3nGr93njCWG9jybPqX2uf6QALljPGWHcZp3Hks+QJfVYKIvoYUypmq4kAACtG2c+v8IaFSIf0TTqDHQmrRnuydhfIpY/61Aw5qog4C+2rcHWTBub1loyIii1exMbkYf+ukQgOErsSSQA48q848xW79IyDiyCMaSlRn9BXo++6jePGgOtAnJ9oBvA7Z1uvauoPWA5pK29RbgGrfZPz5uTG1119J3Wl0r9VFO7lLFB1xpAXdRdjiGrtyyq4bgFrOSnkQG67bNnNFQ4fyfGS0IWbieRSJZYf0g4lwJsdBgUelH5knw48xXmPfHx/3GHESm4/HMjaJDlLwKORBYAw5vHw8vJCP4peaYcCa82POcj/2URVQ2EkAFTRBhZuLYx3JfX9pfZh+H0DBpgoltuz22JI8oUYWh1chRkG2M9BL8Jf8uzKa9a8nmc40jKzVMiK/vpn6J1NqMSPzd9ycAj6/VqxJ+zagfOKb5/zphe6li5QDGVXQFO6x5U1TloRo3cY9owzUXkuOeoAyd8eYmMAQq2gDiZnKZpYcVAreiUj28T8vQxgP13vwt6BipcEpDc0Toszl5t0jujBM9i3sPVqNgTAfrmJgXx5I7KPTMmGRCBc9bYc+SoKIfMz9ghcoMrOgGofmdnP/npmfx1zHJYNKS5LLbEfeuwdo3nYFyzh4JAVuXWgfbJ7xAR2+CrHVmxyFho4qNIC/UHwPC8LPPrrC7VYi+QNXcitKxP6PFcbBzMQ4mClNs/GKWAYr6qawgAGLhxaZQ513WT1HmsPSoCUhxSOCnNdC2NI5p+xRaGKsMvdVt+749mzCWDLcblmVP1trnmEOthSXfOwfobJWdVhBir+voIcYTmhfYeqvLyc8HV/cWdfp43vhd70Xh9rKHvxu7GivGpP8vmY2Riykp2xY9z2ALMQBUhVYXvjHrAx37t7PbMxRS765QAcfHYGjNmYZj425u8S1OuQ+rABeXr2foq/JWAezuK/hoq9FJQ0WlXy+xQAO1EU3Xp1+MgtPaibPXKONLJVLr9wwLrsFR0Ds35/rMn3yNi+NMCLNvAWos+u/xkHLgFpc8+wwDO9Hv3sQ799REavIlQOTqTCacCvfTIuK86kxzZ9H90MtN65pcARAIXBChIOCcHLYzDm/vWx2jS3DFz+9jOQdWG8QGtVVoyDfEB9FYzHsXvdbI3B6DF1TNYz2AbG0zNOhuh2BMbqY1wpECzc833hzRhljIynjILzmr06uk8f+h+7/n1jX43vaw/2reFQGxPu2TfjcnxuqYxXgdgpJtPflLkaa+7nsH6FLdGiSIq89VKNO7zXStvap9X9q3WMpGTrTO6zh1W9HCrf6rhHV5EJxIv3m4thKQyM72t7VlFMRfi+jalJKYxvP1TIK+eIBakGyjuNod/y4q7wg9YCUHsAxrxnTgB4KqI4qDwjZiWZ73D3XtJznBUWh53qI1UgRXIqY7rCarlehrcHquuckcgA45We2WdjGCnmfNmffGsrUCyVYhgLc1d7gc6B9BiAJQum7edzu4Y1cBHG6t1euTJhUzVA4A9pzJrwH6P1kZjHYIXYPpLGLuZ6zYx3lpMVYgPYk9HzE++D+47CSuFltQp7ZlMBTUCM0cr7cS50JdUAROWjMHXpALlXzB/jlmc7g+r+zaN7rxVyxOxml40BJ7aLIdHxzMbcKNh6y22/NKd7wrrYGvvgYOW1z/ZwOv1ekZEuAqzHCiS34UK/i/EKIxL3AEal+FRFgmNlu1r96B0oW7+P5D82oqp6rTqSq6WbU83zIp1+y8akrM76PZWGz+NsauD6ANZemGf1HODZtK59DZxt7Nrfo2c7CZ8JfNmPVSQFmmwAAAAASUVORK5CYII=)
at 2300 K
If the initial concentrations of N2 and O2 at 2300 K are 2.24 M and 0.56 M, respectively, what are the concentrations of NO, N2, O2 when the reaction mixture reaches equilibrium?
TThe air pollutant NO is produced in automobile engines from the high-temperature reaction:
at 2300 K
If the initial concentrations of N2 and O2 at 2300 K are 2.24 M and 0.56 M, respectively, what are the concentrations of NO, N2, O2 when the reaction mixture reaches equilibrium?
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Related questions
1) The air pollutant NO is produced in automobile engines fromthe high-temperature reaction: N2(g)+O2(g)â2NO(g) Kc=1.7Ã10â3.
Calculate the equilibrium concentrations if the initialconcentrations are 2.24M N2 and 0.59M O2. (This N2/O2 concentrationratio is the ratio found in air.)
Express your answer using two significant figures. Enter youranswers numerically separated by commas.
2) At 700 K, Kp = 0.140 for the reactionClF3(g)?ClF(g)+F2(g).
Calculate the equilibrium partial pressures of ClF3, ClF, and F2if only ClF3 is present initially, at a partial pressure of 1.38atm.
Enter your answers numerically separated by commas.
3)In which of the following will the equilibrium shift to theproduct side under increased pressure by decreased volume?In whichof the following will the equilibrium shift to the product sideunder increased pressure by decreased volume?
C(s) + H2O(g) ? H2 (g) +CO(g) | |||||||
CaCO3 (s) ? CaO(s) + CO2 (g) | |||||||
Al2O3 (s) + 3H2 (g) ? 2Al(s) +3H2O(g) | |||||||
2H2S(g) + SO2 (g) ? 3S(s) +2H2O(g) 4) When air is heated at very high temperatures in an automobileengine, the air pollutant nitric oxide is produced by thereaction N2(g)+O2(g)?2NO(g),?H?=+182.6kJ When air is heated at very high temperatures in an automobileengine, the air pollutant nitric oxide is produced by thereaction
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