Media Theories Research
In this post I intend on researching how media theories can be applied in magazines.This will help me understand how media theories can be applied to my magazine.
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![Image result for male gaze in magazines](data:image/jpeg;base64,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)
In this cosmopolitan magazine front cover the feminist 'male gaze' theory can be applied because the woman is depicted in a sexual manner.This is typically used to appeal to males as it is used for visual pleasure.
![Image result for michelle obama magazine 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f4D99qbMtUXBO1+/a9L2UZa5Ynh3eNMWWQSM4SViI7G+lQSCPdtqBB+VS5qerL8NpdDXhCFtY0YwmexRe+3kOZPcBSh0eQ/SY4mPZY78vlyrjpBlEoxRRtSDULEA2KX34W39amjHfZRJ2uhl9qcvXZUZFWwDx33uQCbb/KsXyeYrKjfmsp+BBrbs76PBMqxmiR2Qx9YqOQxTRZz2vIcKxXJYdUiDv/AGVbj/ayCf8AiaP0n0Se+GhPH6tfkoFGJjuPKg/RKPThoF7ok/wii+IO48qR7Gvs5g4Hzrzma8gPZ+NfJxNLfSCBvRjFappAL6hGxUHjq8qG53iurAkPkTU0FpJEngc6xw0gNfwI51FnudMsg15drmF+qJMgR3sDtDbtHcHnS4x5Qr4LZNrI2l7dfgLviVcOs2vV9BgeUJbWCzsBbVtq7J491dQ4eN8MiwatAexD21624EldrW7qQ+jHSLERtPJj8NKzYogXkSSJHAtpWMlbEAWAAPC1MydIJ42EceBZLXZY9Mty7KwViWW7bJIQP0T+bVDa6f8ATZKlLja/Paoa3wMlmhA+rEYCG4/KLuDa/Mk3qplOKU4dVbbrJGQE8ntdb+ot60jYPMMSCzdTN1kbKW+qkNmuCobba+23jVjN88kK6Hw74cmQzANqB7QsbBlG17m9Tykn6mn7qn8M36TVRtDxlDaGUutndmRRz7IOtviLVzlyuyySKLtcovAW37R37hSenSp2njncA6ABpvYHskE+FySa9xOemRERV0ql+d9TMbljS1PHFJfF1/Gt/wBTHjm3+S508y+zJMVsXWzfeA7XD0PrWaQApK1udPWLzS+HMLLfthla/unmLcwaTpIrSE0SmnbQ2CaVMC4+cozv3fjSbPLqNzxvv6mm3paloyR3ik9Vt/HdVnjpcbE5nuiKQcT41dySQB21AkaGPZte6qSONfRZe8myC/EseQHK9S4fL5FGpGKtY8NtiN7EeFU8lWyXhK7SGDI5gQD3702DFqqXPIfHwpFyo2AHdRlpGttv4VBlhcj08U/QEMmxV8RHISBuDty33FaF0szZYjFIuh1bZ1sCRtcNfl3W8qQcnyZ5TrVY2ta412Iubc6dszyuUwGMpHZR2m1E6bDYCw3bw5b+F8p7oyVWmz3PM9i/2fiSBYNC6gd5dSqj1LAVkHQnLTLPsL6Ekb/x0r/5MKIdIsaQowoa4j7b/fO0ael9R9KavZXk2mOeRhxEfwvqt8dPwp8LULfuTZK56NLyxAqgDgAB8BarGKPDyqDA8K7xrfhQPoBdnkR7IrxG4+dcq3ZHlUYbb40r4GCX0TV8PETJYKWuBz8SBXMntAwrYqIKEZDisSWdut1Rp9WIpFAsCHIa1weA4UC6L4nqsREXmDKJ4e0X2ROsGo7mwFudedE8NhsLLL9KlhD4p+oVUZMRaEjU76omIj7bRG5/omqqEKsPy53NBPpTk7zzQTRNCAepLhWl6xwiRX1hhpGkowGniDvVrD5rDDiMSzxiJZJ3ZVHWfWL1GOXrNRuVLNNGO4a+HGiMmbzxWYTRGJMKirGsqyE4pQAtkUkqAwuW22770I6YvE82oSWSNQqKCCoDdtzfmSznfwA5UqcpRVgrCpVX9S3m+YxTRS/XL1UcbdUo65Z0Jw4VQHG0mpuw6ttZbjagebZgks7MjalKxAHfisMatx7mBFVcDi4wHBYcLUFhbS3Hbl5UtTc00x301B2hlierkUlBsPLerck9hepZRD7LOIxV2Cj1qhjH7RPxqnFiB1hNxbxNV8fO08lh7i921/E07DhbdDIY3N0jzMGWSwXtd/d5X50JxHRkturBO4Ekj1NHhhlX7INerNp+7zHd4jur1sfjxgj01+nYmvWrKuRZYcNGxkIYSxswtfa11I8wRRbJMjjaOKUsCLAMoO9v/dDGxJiZftqoYWPIOb1NlmOVSQOzflyqDLytnl/TUJcfgsdK8gCfXQKQB7y+HfS/BNexBrQsJjQ62O5HzFKGdZAyOZIeB4jl8KyEk1TFyi4u0SZdO6tdCQfxpszrPXw+BLSNd2skanhqO/DuABPpbnSB/tN4QDpBbuofj8diMW4MnBRZRwVQeNvE2HwFFDFJv7GyuSqKtk+Q5a00ig3JdtTHmSTckn9tbrlmCEOFKgWLHUfUgD5AVkPRwthmEisC/iAVt+bbu2rTMu6SriE0MNEm217g7/ZP7KdmTilYrN4eXFFSkuw9gjtX2Pf8KjwjVFj5N/hU8nonj2SM+1R69hUUj1Gz8PKl+42jGYcJLh5opIxa7jTdQeJseywIIsTxFag+BjfFRGdG1pmGJWLq4otPVgxCNZbW7IWwvYnjej2F6tpY1KKe0BuBwvRKUoqM4VeC27Dbm8gNl4r7o34bU6GVtaFzjFSEPpLFiQmH6qGQ6UhbeKNUL9TGTpcdp+1quG4GjMuRRli+jddcovbf6WCnV2/+FerYeJNqP4yWMFw1lVUBuFYFSWQAm/vW1cqB5zP1bhbj3EJsbgkoCSDzuaCeRxt0HF8kolfLujc/0hhiFw4wyyxnDKkaAoFxCFVVgAWVoQwYMTc2PGrWY9Glmw7LdXkIiYypEiFgryH3V2FgdJPhQd8ae+oXxlKfkN+wX06d2NmPwaJrZ0Sylepuka72sQCoBZbXO99wKr57h4wELRKPeAUqosBbgV95N9j50rHF1VzDH6I2a+4Bt58B86xz5ars1Qpp2VOkc0UriJVVY1N20gAu/DTcfZHPx8qvZbgxYaQABwAFqTMHivrDfyFN+T44cK7InGl7FONpot47Kta7rvyYcf8AWljEYcoxVv8AQ1pWCcMLUE6UZMGBK7HwqrB5Dgt9FXj+XLFLi9oQp4AwtfcbX7x3GqZBUWYHbge6ibIQSDsf4v6cPjXUEwPZddx8fMHmKuljjk2XZfFx5vV0/krZLmh1AXBHfTnlLh2txvtas+zLCLHKsidnU1mHI34Hzp16LHti/hXn+Rj+nI8qUJQbhP2KfSnIws19NtQG3qQaCfRwDbup76bMFdW43XYfjSbGwO/xr0MFfTR6fixjLHFneHTlRr6CVAI2I4elCsL76+Y+VOUADLUnm7aQnzp+pR+wTyPH9ZHc+8Nm8+/1qTGydr1FAsI/VTD81+yf2H4/jRDEy3f1qXlcTxZQ4z0WZZKjeT8BVaWWvC+9C3s1I+weIHWpqJC6hcgkEAm1wRwtxo3JgpAD9a5ksIm7bflmZSl991Eb3/smlnBQiSZIySA7qpI42LW2ori3WE65HnXrXbYNEzDSulnZgLE2lIAFue9FjqnYGTvRLmcZQylzK8axo6K7OpIMyIykctwfgp7q7ny6BjNfVGImZNWpnsEQMGIPLfh3VXzDLGiw7KXlsqSHVZepJWewj3GoM3VqwFzvy40tS5tKdYMh7ZJbh2iwsb7cwKKTUXtAxTktMP4rLEgjR5EDs2hNJk0JqdpfrDJyUqi23A4mgOdQ9VKVsVBCsAXV7BgCO2mzDuPdaoIs5mjtpkIsoSxsw0gkgFWBBAJJF+F9qoYrFs7F3YszG5J3JNKk4taQyMZJ7ZMZaHZ1P9X6j9/42rsy0MzufsDz/Ya7GrkgwSj2N6L5djrEb0BD1ZjJ41ZOFgRlTNQyXMeFMuKs6XFZVkuYWNqfsox+pbVIlxdMpe9oVc9g0Pe3GhBUNsfQ8we8GnLP8DrG3Gk5lKmxG9ej4eS4cH7HseJkUsfFgDOcS69Wr2PauGGx2NrEU8dGJN1NInSnig7qa+is+y0rzF0zzMzf15Rb+Bz6bRXhVhyA+F7ft+VIB2a/I9k+fFTWmZ1Hrw3ofmKzRzuV7x8xTvFlcWi7wZXj4/DPWxAVl3tvf0pmyTG6/wBlJOJwLg9cWBTWBp57jY38+VM+RScKm8l3OyLPlc8rv20H8zTs358a9XE6tLd4v8q7xO6UJwMu5U8r28jU3vRNkWrCbyVLA1yaoF96nwknvUPuL9ivHiTHIHX3lYML77g3G1dYbNXjGkBGGrUA6BtLfnLfgdh4bVTlbc1A70Ck0E4p9l7EZxKylWIYMuk3F7/WNLq+9qdt/E0Jd6+kkodiMeBfSNRHpf1pkYyn1sKGNv8Aai1I9QM1D/8Aal9tNifHmOVV5Mex4bUxePMNYZBRnoNms4ewB4fjUEuMY7XO9UzJaqMWDi7ZygovZDIp5Gr2Xz32PGqrEGoR2TcU5q1QucfdDHAhBuKaskxZFqT8Bir0yZbMKhypoLGP2HAdaCZ7kurcbEcKtZVPR4x61rIN/uj2MjN45WjCelEZDbi2kG/nRPolN2V8hRz2i5CXjZ0HaXcjvUcfWl/o0OyhqjLk+pjsyc+Wfl8o1zD9vDelZtmMWmQ+BPzrQ8gkvERSZneEd51jjW7Pe3IDSdyT3WIrvFyKL38FPiZFjlJS6Bko14WS3I3/ALhBP4Gu8lxHCiP0A4deqbfjv+dfiaXMK3VSFO47eXKlylzbI3k5ZHL5NDgfUtC8WhRtX8W51YybEAgVbzGC4qd/Iz7AvrbkVPhJdvWhMb6WKnluPKrEEvZHrXMnap0HJujz72cfOlnP0eI9Wrrq5kb6R++mHpTn7LeOG9vtSDe3gv76S9S33JBPeP21Xg8W/VIv8bxHKpTObEjck+e9clasafEVwVr0lBLo9VYkloo4hbbkbd44+dVXHMc6KutDcVhyvaX1XkfLuNBJEubG1sqzR386rSLfzqyJAdx/686gkPd8KWQzoqG4/dXxkBqSRgfOo48vaTtDYD7X7B31jr3JJtx62dYbE6Dx2plwGK8aXjgrC348TU+AlK7H0pWSCktCo5GpbRomUY6nXLcWCBWSYHG6SKc8mzIbb1DuDK6U0H86jBv41nuDwgUsq8naw9a0XFduPUKTMqh1M/32/wARrJfY2HQzdG2spHhXGAA+ksD3G3nt+41NhItAJoZOjGUaGKseBGx51vSQLV2F85y4SoR9oe6fHurMs3w5B1WsyGzDwvTw+IxSfbJ8wp/EUEzFWkYs4FyLHs2B861OnYn6ckD8ox/jTbhsUHW1JMOUMnutt4iimDaVOADetq6VXofFutnWdroOscuPkeNRwNdR/HOr2YDrIrkEeBqp0ZTWHB4rpH+KsSvQvLrYJEZU9kkb122JA99SfED91evxPnXwY17lH0sYa0QqB7yG6/hXVga5nw1+0h0v8m8DUeHxQbYjS44is67Bvi+Mv/H/AH8H0rlfEVwsobhVlhVHEYbmtY7FZVKO1sqYzBm+pNj3d9D3IOx7LfL0NEvpBHGopgr0t0ebljF7j/sCpVJIXmTYetN2FijXSrNZFKrsLm595rc7ClrLcRHFNqlBIUEqB+d9n0rvLMQ0s5H9IeA5f6W2pGWLf8Dz+XqGOXBRreTX9WovqI03J48ePdSxjc4jLdiMnxJt8qL9OYWCRAfk1uDb8/hc/spONZhgmrZP5E3F8UGsDmgY2aynl3eVMOXZgUNiaQqK5djSBZ9xyPMfvFblwpozDnldM2DJM5BGljsdq96PwhZZVP2XJHk3aH41n+BxxW1jcUxZdmxJvfc2Hw4VC4uJfGakOGLxW5tQPMsaYvrOFhevYsVqqWdFMkQYBlZgCDuCDtuPWhTsJ6RHhulQYdoA1bGPhk5WrrF9FMK3uqYj+gbD+6dvlSvnOTzYbtAmRO8cR5r+0UXfTFLIvdDMcMnEVWlj08KUsNnR5NRTDZyW2Y1ri0GpJlzFyMRXnQ/Zp/Ep+DVHLiBY71L0RXV1x/TA+A/1rcSdgZmuIGcbnzryun4nzrivbPrKo9qlmeEv2hxq4a6vcWrmlJUBkgskeLBeEzIjsv8AH99EDpbht+FD8fhOYqjFOybfI0nm46Z5/wBaWJ8Mm0EcVhxzHrQ2fD2q9HjwRv8AOo8QAR2TWSp9C8qhNXEB4he+ucBingYtGQCVK7i9geJHjtVuaOqrpQHlZMduyxHnDiF4XGtWG199LXvegrtVuU1FhsOXPhXKo7Is1tqJzBBq8qvCKieFy3wpnyPod9IjkkaVYljKjtK7XL6rWCA/m1PLLyehkcagtiNFO0Z24cxRnAY5W4Gx7uf+tNuG9m8khgDWXr1LqTfYC5N7c9IBsPzhUk/sjJs0eIBBkVAVDbXW+og7i17EVlqS2jeaXTKmVYq3HcUQxuJu0ZHFSD6g7VPB7NcbEwH0mExgEtIyuCtnKgWX3ibUYyzoNNG3XSypKI9LKEUgEG9m7RvsRwpDwtPQ1eRBoLaPSiOMyCJwyfXMuhj2QhL7gAodwfe4cq8TLz1hS47I1E2J20huHE8eFEJQ7KQrRDVrsFDDVbSzsDwB7I+dbjj3aJpy+GZzmns5gAYdZiNf1xEwWPqYuqjWQDEG3ZJ1adjxU2qlifZ8wYCCV3VcTHFIraes6lo8M7ypYAEoZzfbhpPI3MYzBSxdZhevgMCJiTiC6ThUSd0Pb/pH1W0aOYNUM5xuKUPi0ngZYJIsQkkOvtmZEw2kqxuthB2kYX7R9KbSXQPqvTOIOjkSSjDyNipJXEki9TGsixQLM8UUkotqcsU3C2tf4+9E4SqSBhYiRlIIIN1Ok3B3HDgamOJxkU7xzRYYzQwS42KSRGZolY9a8aHVvpdmADXAKnwrnowSYAxJLOSzE8SzMSSfMmhaV6QSlJrbFh+J865rp+J865r0T7izw1yGro1wa5gSOnsaH4rCXq4a4LUMqfZPlSmtgMhozXryI36J+FFZQDxFD58Gh5GkuNHmzxOPW0U5B+n+FVXYnnerzYVByHrVLEzclrCLKqVshSEuwUbk/KmjKMqsALVW6OZaQQzcSaesBgQtR5stukTwjXqZWwOWeFN2SS9RHIg1DrChJU2Olb6h6hqpxRAVbWkJ1s6W9DHNje1pkgtZgy6GNwAumxIJswULsLcBtU75o22lZFs6knm1lC2YgbsaGnO31agBvp2JJ9297X4A7beFTQ5sSbkW2YADhey6fgVB9Ka8n3/kI4P4L0mNDixjYq9+BGq4dmBHlqtXn0xtNo1ZQNOnnspOq/fcvwFVsPjNKgab2uL3INiQeXiBU4zRuOkXPHc/Ictr8Kz6l7szj9j5SXcy6DYi3ZYBlIUC6i99rcLV5i8fI6kRqyg6ybAbiwvvbjsb276rR4oqpUDjffmLrau8RmhIbs21X5nmHGw5e/8AKuU1XZvF30J/SjPdWIljeHEyQzRO0itInZjjYMsuHNrIFaJ7hr3/ABHZNiEXrI4stn6nVhiQx+sdoWkm1Sl7DtabWUWAXxAr3pB0zlw85iWOMhEKqWF2s+p23/NLMhK8+qXxoLJ05c20R6QL7GWSQ7mcm7Nud8S23LStOjJPdmuL6SC8fSzrT/vGBm6xo54z1CuLw4whr/WajqMiuVPA6jYVfyjQsYCBlT7IexcDkGIAGrv2pZm9oUzuD1agBldgrFdTATBgbC2luuvYg20C+q5pjwuI1DVYDUS1hwGo3sL8t6KzEqFF+J868olkOWfSsVHBq0dYzDVa9rKzcLi/u04S+zMKDfEvseHUqNVja63kAI5+oq+6PrM/m4cElHI6f4Znhrk1oR9nUdv+LOxsR1SXG17n63huB5mvpfZsouTiXta4PVJZhfcr9bvbj5Vzkid/qvi/5v5P/ozomuDTh0z6FjAQxyifrdb6LaAtuyzXvqP5trUmk0NjceaGWPKD0eNVeU1K7UPxU9BJics0kVcbLX2UYAyve2wI9a4w2GaZ7DhzP7KfMoywIOHMVLmycVSPIm+cvsMPQnConW/k1l0WhaUAor3F+IIDabgE0zzxsYsQZYljkAgBIAsx1NdxbYX8NtqA5Q0Sl1lQsriwK21oQbgrfbwIo6M1jI6oo/U6EQbjrOwxZW7uLHap4NcdsnyJ8rSCWXRH6MpjRWk6trdlWuevA4HjterEcLaCdEaz9XcghAB9YApIOwJF6ESZmuho0VgugIl7ar9YHZmt39wrnLzoSQypJolAGpR3Nfi23Kj5rSXwKcX2EoDKUlIRGkDoOyiMNOkk2AFvWuZYwJ4bqqsdHWKBsGLd3I2ttVRcYioyxaxdkYFtN+yDe+nzFdnFqZllCkC6sw29692t4GgclRvF2Gfo7OWWVAo1AI2lVNy1trcRpqpJjtLEBE6sG2kqDcDvPG9VSX1GUBraiQbGwN7jfhVpsRCx1lG1HcqCNJPnxArXO+tGKNdljFYFSUVeCvpPfoYawT5C49KgliVTLKB2WVdFxzlPd3izVH9PYdbfjILeRvb8CRUEmJLRLHY2Rix8uXzJ+Ndzj7HKMgJ0v69cxwyMsBwsmIgW2mEyXEmqx+2Fsvly50IkQt9JbNcKkWGilUwydSsMjWxAHVppAMitFe+3CpenuYYSHFYbHMmI6wShlsYurIjkRpFN9y2k7WPEi9KEPSdJ1MUsDYllxTYjDqbNZGYtPBIL30FBfa9iL2sKojJM7ixnkMsmLw3WQYWbDNjY/o+JgEelI9X/AA7BBzWxKvzHO23DGzMP0m/xGgGC6T4CEmPCR4lVmxMMspd4gY1icsscGg8bse01jYAUWEl7kX3JO/Hc8/GiZ0Uzz2f/APM8P99/1Ulan0olDhCu40zDnxGkHj4isr9n5/lPDfff9VJWp9Jo9IQeE57uNj+2qZF361/jx/0/8sSMxHbxX3W/WQUfzjHvHDhAhABj32B96WJDx71dh60BzH38V91v1kFFOkf5HB/1a/8A2IKE8c89sA/3LD+M9/UxyEn41kJNa77Yf+Bw39cP1UlZCa4+k/TX/wDOvyyGc7ULeJnYKvE0U6ouwRRdjwo/l+RiMi+55n93hSMuRRM8mW6PciygRqNt6YYorCvIo7VZArzpSt7I2dKm96tRiokFTIK4WyULRmDHRAlyH1MEBFhpAXTe2+/u7d1CQK6ArVJoCUbC8OMjChFQsbW3X39rAEBtt/PjVqbFhWAKEXKk3UAlO3ddydtx8KD4SXQ4a17ftFjbxohhMSibAva4N7LvYm66b7A3F9+VMU7Wxco0ybB4pVQXU8xe36QJHG3Cxqws+odkM1gdZ0je4a17fxtUS43UQAGB4LYAkXCDYean+9XUWKALsQbErbYcgdvA78RRKX3Aa+xxi8SjKwFxfgLCw3uTfxrjE4oFGChu1sNhYbqdAtxGx+NWhiVBDMDx24WIuv8A+T8aqyYq6i63Kkam4bk7EEHjYc+6sf5NX4F7phjo8NApfrE0OrE9VG7FXZdcVnIGh9IBby2O9JMfS6JQrlZIoyto0SOFlljGHWExlywKqk4lYMLk9YeBtbTMzlDxyKiOxKSdkKg6wlCBqubKAbHuueVZvj+mKiR4po5opg8oDaY+sQSPL1I0swH1ayIVtYcePZYUY3rsxr7HEHTOEm0TOzmQshaGBOpiaXDt1C6WOpVSKVQ1h7/AXNW5ZlLMVFlLMVHcCdh8K4wfSiBp1hfrQqNN9IjlEQDMqWBBRjpcyRBtIUDXNJudqrz4ksSx4sSx8ybmjkdEj6O5oMLi48QVLCNmOkEAm6MvE/ep0xntJw8u74aU8bdtNgQoI8R2b+prOJOJ8zXFVH1HkeHhzSUprdfI/wAvTrBkk/Q3ufeN4Tq7RYg3Hfb+6vdXmJ6d4NwofCTEIAEHWqNIBRrbce1GDv41nzVzQEj/AE3xvj+bHPpv01jx8McKQvH1b67sym40MttvvUs5Vk8mIbSg2+0x4KP3+FVErUOiSAYWOwAuLmw4nvPjS88+ELRubj4uJLGhPbJUw+KRVuT1ZuTxN2/0ozJHwrjOv+NH9X/nappK8uUm3s86O9s4QVZQVAlTrQWayaMVOo4VFHVhaIWzsV1Xg/j4V6a4E6Wpo6gXjViKuMLWFk0srHkQfgb0RTHi1tNr73H5x4sLEeXHhQmKplpkZuPQDimEWzDbYEHvH3gfwHzrlseu/vC9rAWslgRdfHe9Ua8at+pIzgj3EYhWLagSrKqngT2dO5HA3K7jxrNcz6Ux4aaWJI5oOr6xVSEoI5A8EcccktyCHQrqXSDYGwtY30KSsf8AaQP99P8AVp/m/dR4JvlRrgqGbLunscsgOiVTqYnfVYFpe2t5LCQiQAlQp2PbO1hWYzAuWFwGZiATcgE3AJ5m1LGQ++fIfto3jOIqluwYpI//2Q==)
In this vogue cover it has a picture of Michelle Obama on it the uses and gratification theory can be applied to this because she is a recognisable figure around the world and a role model to many people.This means that people might see the cover and want to mimic her and copy some of her characteristics to shape their own personal identity.
![Image result for magazine covers](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ5otcQGh1N7cmtSirZTMkmPwhCa9_S6ap_u15LHKf3VAkLaPxQ)
On this magazine cover it shows an Afghani girl who was living in a refugee camp; the reception theory can be applied to this because the preferred reading of this is to raise awareness about the war issues around the world.However if a consumer saw this without any context they could perceive it as it was the girls fault for all of the conflict.Here the consumer has made their own idea about what is being shown in the product.
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From this research I have conducted I can see that pictures on the front cover can influence a consumers opinion of the product.This can include how something is shown and what is shown.The front cover can also make the reader interested in the product as they start to form their own opinion about what is shown.
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In this cosmopolitan magazine front cover the feminist 'male gaze' theory can be applied because the woman is depicted in a sexual manner.This is typically used to appeal to males as it is used for visual pleasure.
In this vogue cover it has a picture of Michelle Obama on it the uses and gratification theory can be applied to this because she is a recognisable figure around the world and a role model to many people.This means that people might see the cover and want to mimic her and copy some of her characteristics to shape their own personal identity.
On this magazine cover it shows an Afghani girl who was living in a refugee camp; the reception theory can be applied to this because the preferred reading of this is to raise awareness about the war issues around the world.However if a consumer saw this without any context they could perceive it as it was the girls fault for all of the conflict.Here the consumer has made their own idea about what is being shown in the product.
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From this research I have conducted I can see that pictures on the front cover can influence a consumers opinion of the product.This can include how something is shown and what is shown.The front cover can also make the reader interested in the product as they start to form their own opinion about what is shown.
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