Fundamentals: Facebook has over a billion users compared to Linkedin’s 100 million users, but Linkedin is a site used by professionals so they have far different user experience expectations.
Facebook takes in most of its revenue from advertising specifically using the sidebar like its advertising competitor google. More recently they have expanded to put some ads in the newsfeed but the problem they occur is if they put too many ads in the news feed their customer base becomes unhappy with the experience and less people are likely to click.
Linkedin does do some sidebar advertising but has expanded its revenue stream by selling premium memberships to customers and charging companies to recruit future employees on their site.
Because Facebook does not charge users a dime for using the site that does open the door for all sorts of potential. Even finding a way to get $5-10 per user would do a lot to facebook’s top and bottom lines. Linkedin’s growth might be capped at becoming the premier site for job hiring.
Now lets take a quick look at valuations:
![](data:image/png;base64,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
I8UkfWbdjfneunQC80iGXd3c4ObqSnxX4my5jUnug8pp1t2Ak5H83MWJlWbaQp+lOPGF9oAfowDGN3fLcezgWVlGe5e83sJeH+Ky9AgddmVo6nBsKdnPM7U39GNj1xbkZd7KvSjuQONzq/gjnPriplUKXXpiJdXRefj0psHRA5RS+antch+edOi38n/jNlUtz/MOFuv8GbqLcl3q1hMuVPjixF74ODobtENU3y51oL49CmXDOlp6BI4+R6zeV1vxO3BOCDp6Bb4t9rD/6TKC/UIRmJaLUO/+uHfPHgP+7RbO/f+j2sXUSK732z+Hpd3wtuwourr3lwfjpet/x1x3zWO6T0Ru23Kpui7v4hDtlNyT8OlPZyRSsj9+fRZzls+BanA59s8dbpQRh1HzQUcmwtLXgYw8PyE3pvxEsekscgweq6Zk6m7Ed/r3CPMLhyLpHJLnjYddaz0+T16LxRMXP+TB5d0Pu91yzgJM3U05GZZAHNWJbWkoX+8LNAupbEThyWgsnxMGj7osTG1HAFWVZ7F+V18EbwHsepW8umPLySTETAzHumPT8cFq9dfri4+to4PngfTyVdCcO2+I0mavhbykXf4Qvi7qdqm18TpStgZievgw1H0Q0k4bpMLZ6cuxnk6oeGWGcfvVGTC8Qv6IbeEeCHp5P65f3gl3ilR1/SNMDI3HsqTLJKP9MH3OTvTrB3yZEozlqp24ssYb1JnD8Rdj0ZheSSG2IfdKKPpTi9ty7xY+jQ+kEy7ycO7mXzHDzYqqhlkArfhs70wE0sEK8RkXMX/qKDi2NOLSB/sR5DcauFJHJzC0U+HMxtm+pWEdbRXVm84OsXaprTgDB7iN9qDDi0fDY/J4CFVt8LPPY7Sw8xqNf5b/FzK+qpeJtN66hL0raUZOzNb5rMQpIw1ZICDh3Stmn/biuhgg3CnFQa1/R71GrSr/CEvnrcT2lfPk0cTZm7a9dOPlRYc1hyWanxlSXcex7cREMKPfeSsPQp7gUJViOzE4ckyMPITbPBz77JKan7iftx2XxEFuwljgqHa09b+D8JzCA6M9POBBvzMWbUCSH3C+9HuYysmZ0i/xXsbXmtm5Ozh78HUd1+3HPtOMouhsxWPq0ajgrbe3dU6W8j8I46fq+QmGXl4ecNN9INUy39baauRStC9M9Ya72wC4uY/Gou1HEb97AVoabK1OWi6nmtyDOBnz9Rv+LIa7uWP48OH064VFa1eTh1yUV4shWyuKT2nrraYtLK4jeT2FmT67yH0rXFeewJ36ry3K6+tHPrX6qN+4RI9/5+ARgtwDC3Bm/XScuk7xXT+F6aS9rUq5gvnDqSO2UO/ulJ/F67pVHh+qk+oZdtP63bP6gUEYSedtusvPfzhGe72IFYvpDNcb2kPCzLcz5aei6LAnMlunyysz5Sdex8oTpTr44v51ca9p//fuVbdh20/+lfqD13Hi1EFNfyBmyi/JJxHoAssXw7HzSgodHxWDsCPFZEMzo+OXA37xOBjiBSeqw6L+i/772cGD4PXMSHiMpr7dywvD5a8m0+SC13A8L/p70VZMehFb3r2J3STbmz4oMU6qC+5ar58h5a0U8Rf/F1bPnQR3+vDuALfhmLvuANLWL0PdLdI9TFmdojN0DXURoVuIGc/W64jy8cEJzWrgneIT8PHZDu3iYPGxlfjtngNGdfSuOAa19AqO7xUzm+q6/FFpB6ZZH5KNVRU4XV5IHRWzaYanGt+rycT56ntkWYfDo/0Qc3cZLn71FdKX1SDULwxipUYYl37N+OLgQiyOuYH0pC0YbVeHg7/2wS7hv7wc55JGIpw06o9IWWttuY0zue8jvt9cxB9YgXFP63obdWQ29LeRjs09corO7Mvdii0kWMamFZ9uHY/18U8j80o5vrqYDpf3d2Hjn0WFbkElMdi6vgJ7Ll5E2m4XrA/0wx/v0EHO5G9ZbjzWyRXKMkfjtGz37p6KFNXWVvpppYOHP8Rh0ioCvYa1kZOx9nV4P15MjwCXjryKxbsqkHLuCq5kxiN+fSD2f3YLpVRJA9craVbvK+KdBiXZrzymb0Btl5L5nLtQw/vpqbM4e/YjfPSR5vfTUqMlaEt87Ub7Yg8py8snutHAYjuOUTylNQOxeuc6THW3vTppqZyCXEc4GRLOvVKMUmq3SktLUXzpU+wNDyLnZZg0wgl3Lh3G9NAYLKMZg/Lyy4if9j5Cwz+Aio75OZIiuu9lyNgyB3Y/1ejl9aBGXnNJXumsx4qtQVh8pJ2tKYaZ6UHXU9fFYbcXELqWFJFXQoEFSfjTKx6W611rOcJpRrdgagq+ul6O3LRFVFfnION6T+8HbqO0oBTl9PyFDHxx9hg2iqnGae7yaRCW2pkRLwTJB6l7rU/CGt+huNdYgJI6eZpHforivqBO9Kfq9j8m5h4OxB/AC+P6U39wHOGh+fjjxcvIjPfHm+F++C+TpVIRiYPHK7gYvwC5W8OxfXsY3qTTQTNPrIbpmQP6VOWk2/njhjl7vFB6prDLBxWqe6I9XwDfcaa5d8Ci/e9iy4tiFtOElScdhWWgi2QceBrhczxw6poLxo8qpf7jG7msX2Wm0rOLR36lUFJu4aP172PEjMVGddRBPrn3OLbWTMfFKxdxYML7WB6W3ukcrD3DJxfY/J9BsnXrzUt08LAXKWJbMIlYT9qQjDSXPNi3/h/5ENnwiQK0F02lX6DRmAONRk9jF/WbSUkheNaF1NxFq2jqNx6JZ8rwa+o0aMiA3D9taXc5Qk64x/+pgf3wGYhLX4/Riyfi1YBmjO1L8+4aM/a1TORumYipo51wt64ZfjSIO3NfX7V2nzuIuQS0lZRZxDQiKToEk6jv3HLAD2E02FOVZ1nkuMjkEGltmrb0fwgpIHPcnY2zTAcMn5zuDlQKa72c3KX9CmpzF8qUXCxI+YqWKWiaHR64nN4XVf3/idzEM/Dbcw7zFQNJIfw1dhPHOYm5uLPaq00Dp4nM5v/tCl1sXIYF8aibS70smXb5kvuWrFuYdioVx5NTsJ6WYYTxWpWEv70dYlNLYu2X83u5XO1xkj1o/sjV93g4fI4b2Hptw7ny7fIh6nee8kdG5hUEvOiB1rt3MGU2KW0FtGRKC2uK8SMI4HOY5eWOVmr/ZEMzA+m7crE+4zpemUpyTfKalF4Aj8XnULduqk1xBi3abT+Vho9o1uc4qSq5/0ssJ96xXO9CV2Ar7XsY5juDQqrgOHKYjOTHn2iGV8x+GNRv2aGH/BmCUlIKfIxyIw5Ev75lPj1ny+VVrV4Ff+rfakZMgpe7E4qh7j/1EYl7ueCylWj/182gDpX23b1PNrtJuZ8vOtgJr2HB+niU375L/ampckP97+o4OuB9NHZRld1NcvXiY65f93Ohtbfb983M+Olzbo2r+poqitYTLtrxoth/6DpdZiHSW0XLwm8vUaesZSX6geWka+S+S7qIWF2l2br4lOM4cO5bfPjbVSj940Wo1o1CwUdifQG4WFyN1b+okhXd3F+OhKLStI5SXH9aLcc1LjIeWyf+A7U0p+DUiVpXJ0Yll+mh/6huV1KYQeinzYmdOxatfkUWPH1kpbj1PVVMUuBaW0j7IBM+fTjC9R6wrK+4EW4KPKN9aAbutnjZQkV2n78T8TSNHbTuCDLmatfs7TDkKSBhrTv81LIkF2+BrMCKnTVAfw1QlVan06ya6m7b5WiLtIzzLPaaJFGjNYn2bLTQ5i37/sPg6eEu70m4a0lOWmtxhTpHv/FP6yLzmh8CLxrtbyf73F1z4LZL50QDvMVyfAY2veaykTrAiw1ZstJvrlDt8W29cws36+0w45V18m+S6g6KMo/Cb3k4Try2AFumtu04zKXRE+zaK6eYjnwQJ8MyiC2sXntycXnLVKjqihE1fDriBw3G6OHqej1g+DNoSNkI58Az+mBU94WRq2+pSUfYeg8/ktuUIfqBytNjp5HNYdy4uxNu2uZCRGADxm50IDZQG3Z4wXrIItL6A6os1Tu7Aej3zwK85DqHVCJT03P7gRqqV+du0Z4wqgI3v0iEx5ytcBo2AvLEdHvlJQlQ93zaFty4zHrVzbj9F74M+wPqQOV7ubs0jkJz547wfXuwazqwdq67WR8PY/ljLcnyqJe7/KzZgUOeo2ym47ZabaBR0C/wWnoaXrb/GSr/vBhnGtUcjdjIBZuA/lpdhHKtWOYlqxXDJ79ES6LHUFj+LD4tXYW0lH5Y/uEVrB9YSB3GCiiorhnXUfG0FmGYpg6q98Qp8SPlh+ZcOs10zRJqe9m114iSDlodTu3di8++/Zc83bgnl5ZJaRp2vd8fUC4IaRSPzJtNaG6i3+YGWjrIxJoA0vSF8RqBgbq41Fa2/XcAVidnwOvMVgTRVK28mRA3aX9CIM4rxPLBLZlB2jLaRmFUUI3GZmRncPMgjgZebfOS9mlModHqpEmYNHUq7cVUK2+6spiTE7uBGEf1tayK9kdozPVPj+BIToM8y7Ys7Sti3Ywm+q27fhnntgZ0ecOkzVf3/7fM92p6GMaPf5MWF9TGzmEApi7agnhiW3rjh+7P+kPlwHI5HyoajedBfdVdrYPbJOz9Ko1GBVsRdvAL2bU0JQyhbzoh43I56ppIxi7ukWcvdOkQP3Pmp3v6ut506xvysgyjOrGTMJemdezUSsogbeR2LhbrHcppH9LiXViUfhE366gfaLhIqpGBMVe/DZy789LeTnRQdhg+Yx0uxy/D++Ga/VXtlFc/J2GoqmlLoUJxLo3kjbQyvUyofZnea8Oa+S/3yY+2Ad+o6717CX+ilwiWvezT5e2k0+DhYi4NxzM06r2dG16cvwjz586H3xQvMSloYDRsZJ2uBmIhWm1UKKdtI2KpFe6TsMfrDDbt3oXcZbPx64D/oD45FNMXx2NVxAx9+QzrqFd/6IdW6hjNPT1NYo/0r9sVOCfPAKwi0DvEK/KtBOxsPEJj6Kn3+5l6pNDvacygZdVlNLEevP8zOI2bI+8F2BZ/BmIv/q3i05g4JxDvlQldmkzb4Zja3pb/us9FchJpaMKIYtKeLqFiTJsyHqPdB9BI7iSWa3U7C/VUPd4QEajNAzlqPdrw/3ZfYDaUEx0cJ5BejON/PIbSOhXu3vwMa4O2ovCfT2P6NvFW8EF8cfMuWu/Qm6yjfTAn6osuXxrouseRi9L8YhQXF+PSpUv0q/5fbvBZAEt8PedGUDbjMXrlEVwqv4lbN8tx9sharCfm/hNHdF0ROiklS+VUR/9gTpayYTd6kbx5X8zsnqK9W+ox1Vh40iZ3h4Zi7A/fRe1ZlbzsIvoQlJbha8FfK68OnniVVllj1h1EcR19b482YMdve5N6zFFtOg5LeejZ9u7t1LufyVn3njCOZhrv4tOj+6gXIR3GXqNCGNbvHlxIr9V/pI3+tKIUdpgGPO2Vlxr226TvV32Fm3fVjXzprvfl537z0mmEi4kuUU7T9v9B9yJMpxja3lP6D+QX097O4kv47OwJrHSjbSrUW28JEttRuti4zUUS7ec7HuqDlQc/Qun1m7h5vRin6AU1n62lGCSUXRM2Ts9Op11zal2kjnSR65+dRDgJVeBksTzvBv+IBbSfrxTL/t0bTm4eoK6CjBde8tW8FWxYR4WTGRnUVl3h3BnGSGHujAjNx2Ev72czdNNponaj8cblNLzqsxjupLcJszv9Cl4cLCZAyYh1RDsv7Mncg9GBgTj1agMOkv9wn+UYTm2VMGIPwRvzCaIAZqgBy669449XyB4cSKWXE1xI8ojZKtrUPJ2E83ioKPMyrKep3nixWTRiJsYaFNlOHk0N0U0L67g7eFjmaBC+114ayomAIt/b4cWdX+HA1fHw0QiX1/oUnFg0Gm6BZP/deMzx0Gxg8luP3BPL9COvXgZqCJUnPJDWUUyMH33GIGuViaXJrd3wRbhOy9cb54TD7/2tGleqw1SvQzz0cwkmwWzytl1OJntJRZ9haqZG/Anbtp5B6BsZ+DZyPc0iLYaHs7ohXLWbtLPS86igkerwQSPJbSt9luEecr+YopPXuVFXsKdyIqbrGsM9uHJ0kc3KpcE2XxmVXB/N1LsBrjU4QGPaxR6usj+/VdtIVTgj70t6VXyJxLB+m0LvUffDseEyfUbFJxx7PnoVb4v2x0x5HWjGbkoEVbz1oXj5mVH4+7LdWLZ1Dj33eCqNH5bR9GONKJdDP6P239K9TtG1xKIdfro+xCisE93FI3C6yI/a+K3aQ9tO1sr7O7V2Xfl/0ur3kOt8EFGhyyG/xC0n7oXdSZlYu0wISbkxK6dJOHIxBSHTF2O4ugpiVfw5RL3oLoccN3MB/T+Df58oar0DAuitmzc/CsUkzWe+HMzWUTmo5o+LfquYofVjXPdJTEyUXnvttceIorOCtuLunbuwcxoAhw6plWr/cHCCU8cCdFZG5Xjee+89dDe3VhWNumkU4eTk9Bh7sbqWY0/g1hFBECcItFIldTLZcSrsVUR7gFPXKiK2ws2UrZojNXePJaOmsXb83va40czvnVZqB53atoM0807DWbJv20CqOdPrDp0klz2Nm6V6J5fbjuppN/QB5qSws7hZKm+rONXEQahzwjxsn2kuxz3DrrO4mS+NOImB3k4mag5UP9rWHtNQgiu18ubqoKlX0/t26qip1864f3BZOiOVDsVBjQ99q6Xj5mH9dzxmW/FpR8rrwxAzXy7maI6LUDjMGWHftaqbuVzYjp0ljrZTgq7OKSkjlio1KW6WZK+3c7ZU73pruS2V146UN73htlvPor0robiZb8/NhxJcH8a/QSzt1FEDX5122e174DqtJBwRE2ACTIAJMAEmwASeEAKswD0hD5qLyQSYABNgAkyACfQeAqzA9Z5nySVhAkyACTABJsAEnhACrMA9IQ+ai8kEmAATYAJMgAn0HgKswPWeZ8klYQJMgAkwASbABJ4QAqzAPSEPmovJBJgAE2ACTIAJ9B4C8nfgek9xuCRMgAkwASbABJgAE+j9BOTvwIWHh/f+knZyCZOSksDcHh4qc3t4ZiIEc2Nuj0bg0UKxvDG3RyPwaKFY3h6NGy+hPho3DsUEmAATYAJMgAkwgW4jwApct6HnhJkAE2ACTIAJMAEm8GgEWIF7NG4cigkwASbABJgAE2AC3UaAFbhuQ88JMwEmwASYABNgAkzg0QiwAvdo3DgUE2ACTIAJMAEmwAS6jQArcN2EXnU1BX36LERRU9sMFO33Rp+YgrYOBjZNJYno430YZoIb+Gr/suRwAAIOF8mexLX3fvV1+6HYlQkwASbABJgAE+huAvJnRLo7E09i+i0t96nYjWaLPuqlt5HXMtqsm85ShFfq7h7pwr4vcPsnddCWR4qBAzEBJsAEmAATYALdQYBn4LqD+gPS/KE0E38puQ2oSrA5IAIpafvh3acPzdh5Y2dKAVpFeHuDSBqKyF8fhOy/ILvVFKRhoey/D7xD9qOkQeO3tQZpOxdSPBTXws1IzDyPQQ4G8Wgur6ZtRkBEDDYvFGn2oevDuKZq649tmAATYAJMgAkwge4hwApc93BvN9V7NWeR89098tOCG+eTELbiImIKlchOCMC+MF/8rYpUODFlpnABWq9h88ApOOQSh9jtM4GqdAz1XYHBCdmorFRiVVMkFC/uRx15v3AwECv2ARnKCuQtdcShDIBiaGNamm7gfFIUHJfmQZmXittJG/HHv1xt448tmAATYAJMgAkwge4hwApc93B/QKqDjNyj85Lx0uQJCFi1EkHkcvU27XwT65/Kj7F17lgcQjSqP96AIeRWlnWS/m7C5qU+cHEZiWUxqeQvErlVN/FZpBI7st/BSxPGYObyKCT7AzeMUtLc3Kel3U2Z2Lt8JibMXI7kWAWU32nWWs35ZzsmwASYABNgAkygSwmwAteluB8+MbFLrv/PNVsVW1vkXXP6Vc8MJJ0XcdajUbfE6Uz3hzBuoAsG0u/TihXCA2q+LUc6/X/GTRvaAVNeIQ1OF072Jv+RJ/fcn9ZZ2DsIhdJwzVbnxBdMgAkwASbABJhANxBgBa4boBsl2SG9SN71ZhQMEC9B7EBFfRnNt5HCFp0lu7fcr6al1QTUSxJaWiRILbXIz87D/PFjMJ98/HRHH9eNItL+tPqcSeyGt/yCgyENvmYCTIAJMAEm0P0EWIHr1mdwG8qLRSgqKkJBgfgtwLUGvYIl73MzzJ+hJiVPkz2Doa6eiMq
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VvIODgDNdeNqLqisfi4Oz6ZA/4H1tu7ODsavACSVc8NJtPg5nZ/CPsaQWwc4Az9/TyU7GzZptGnF27uKPt9pcYepqsc36YABNgAkyACTABJtDTCbAC19OfEOePCTABJsAEmAATYAImBFiBMwHCt0yACTABJsAEmAAT6OkEWIHr6U+I88cEmAATYAJMgAkwARMCrMCZAOFbJsAEmAATYAJMgAn0dAKswPX0J8T5YwJMgAkwASbABJiACYE+4vsrJnZ8ywSYABNgAkyACTABJtCDCfQRH9nrwfnjrDEBJsAEmAATYAJMgAmYEOAlVBMgfMsEmAATYAJMgAkwgZ5OgBW4nv6EOH9MgAkwASbABJgAEzAhwAqcCRC+ZQJMgAkwASbABJhATyfwfwF9g7RaCE7TXwAAAABJRU5ErkJggg==)
With this is mind one would have to say FB is the better buy because you are getting a much PE ratio for a sales growth percentage that is still very respectable.
Technicals: Both Facebook and Linkedin are coming up in overbought territory on the RSI indicator. FB has show buyers will come in heavy in the $18.50-$20 range. It should encounter some resistance in the $29 range. However you are about to get the 50 day SMA crossing above the 100 day positively which could be viewed as a buy signal to some. In my opinion I feel that FB could be bought on dips after the RSI gets worked off into neutral territory.
Linkedin has recently crossed back above the the 200 day moving average and is consolidating here as it is overbought on most indicators. This is a great sign if you bought the stock on that cross over because you get the feeling it is just waiting to take off back above both the 50 and 100 day moving averages. LNKD could be bought on a breakout of above average volume of that 50 day with an upside target of first $112 and then then $122-124 range.
![](https://lh6.googleusercontent.com/-usjmexUPiPEPzA189v_TMnzEgMAioas4_4F0MmnEofpA84u4sD8y0suYXWDczAxVhDxb4E-EM5m5ZqAIqUFju4_TVpEs0Jiw2FTpVVlGiGOxi3Zupy2)
![](https://lh3.googleusercontent.com/sFffxTwPgyenbyzcbRFrFf8OrKvwdDLKFT-chWpCgX7hmtKBzwSsAa4xkEQql0clkVMDei5-bM3Ya2JLPeIOUgY4QbUOjxUaXvo_KhHA5JBUbQHkyeCH)
Conclusion: Since technically they both could be seen as buys in the the short to intermediate term, I will use the fundamental story of FB to break the tie and be a buyer of the dips in Facebook.
Disclaimer: Currently I am not long FB or LNKD
Bio: Zachary Teller has a degree in Finance from the University of Connecticut. Zachary has 8 years of equity trading experience. His trading approach is largely technical but refers to fundamentals regularly to get a gauge on the markets as a whole. Feedback is always appreciated.
Email: zachary.teller1@gmail.com
Twitter: @zachteller16