Kecerdasan Linguistik
![http://www.dinkes-sumbar.org/images/upload/Image/Mendidik%20Anak.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_te9_oo5M0gAqZiT_Sog0jpjGlJ2_UW11bM7SUcv7VBaNnbA2YS6DmskMXOz1ErQDTWfDXiujuBajapFHog1mgQJmZPGAwz3UxoMSl-TzCLNpsVrOex7_Ld6Tj94kR-HCbefzSnKq8=s0-d)
Kemampuan menggunakan kata secara efektif, lisan maupun tertulis. Meliputi juga kemampuan memanipulasi tata bahasa atau struktur bahasa, bunyi bahasa makna sehingga pekaterhadap kata kalimat, susunan, huruf, dan mampu menyusunnya dengan baik dan indah.
Kemampuan menggunakan kata secara efektif, lisan maupun tertulis. Meliputi juga kemampuan memanipulasi tata bahasa atau struktur bahasa, bunyi bahasa makna sehingga pekaterhadap kata kalimat, susunan, huruf, dan mampu menyusunnya dengan baik dan indah.
Kecerdasan matematis-logis
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)
Kemampuan menggunakan angka dengan baik, melakukan penalaran dengan benar, kepekaan pada pola dan hubungan antar hal, fungsi logis dan abstraksi lain. Proses yang digunakan dalam kecerdasan ini antara lain kategorisasi (pengelompokan sesuatu), klasifikasi (pemisahan), pengambilan kesimpulan, generalisasi, penghitungan, dan pengujian hipotesisi. Cocok buat kamu yang sika hitung-menghitung agak rumit dan senang denagn permainan angka.
Kemampuan menggunakan angka dengan baik, melakukan penalaran dengan benar, kepekaan pada pola dan hubungan antar hal, fungsi logis dan abstraksi lain. Proses yang digunakan dalam kecerdasan ini antara lain kategorisasi (pengelompokan sesuatu), klasifikasi (pemisahan), pengambilan kesimpulan, generalisasi, penghitungan, dan pengujian hipotesisi. Cocok buat kamu yang sika hitung-menghitung agak rumit dan senang denagn permainan angka.
Kecerdasan spasial
![http://ahmadhanafi.files.wordpress.com/2009/04/bad-leadership-causes-failed-it.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_shOfr2C5oU0cfES5PbXlcgDw8dZ7q4oM2eaRL2fEFi9m9vMb-Enom933l7O2XI2ctFoocQ-Z2JYQ57kwF7_G8ACw2ntSay9Wmdl7p20cz_lKIPFuY8b-w8LPqos9066K5xLBDX0dbNpZbBOOxiUXFulXw-crQ=s0-d)
Kemampuan mempresepsikan dunia spasial-visual secara akurat, mentranformasikannya. Kecerdasan ini meliputi kepekaan pada warna, garis, bentuk, ruang, dan hubungan antar unsure itu, kemampuan membayangkan sesuatu, mempresentasi ken ide dengan cara visual, mengorientasikan diri secara tepat dalam matriks spasial. Kamu suka menyesatkan diri saat jalan-jalan, tapi kamu selalu menemukan jalan. Inilah kecerdasan kamu.
Kemampuan mempresepsikan dunia spasial-visual secara akurat, mentranformasikannya. Kecerdasan ini meliputi kepekaan pada warna, garis, bentuk, ruang, dan hubungan antar unsure itu, kemampuan membayangkan sesuatu, mempresentasi ken ide dengan cara visual, mengorientasikan diri secara tepat dalam matriks spasial. Kamu suka menyesatkan diri saat jalan-jalan, tapi kamu selalu menemukan jalan. Inilah kecerdasan kamu.
Kecerdasan kinestesis-jasmani
![http://www.traceyfoster.com/gallery/Photos/Jogging.JPG](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_u_RUntshrg0W_R25PHUbSYRMPzWNlsdDa9Kx7iBzjQ3fT58VFT6ZAhqe__bjlCSwo_azyz4WXZLo6NXEtJAD7p5NBJWNdngIVW-D7miUIj-N7epPovf-PP=s0-d)
Kemampuan menggunakan seluruh tubuh untuk mengekspresikahn ide atau perasaan, keterampilan menggunakan tangan untuk menciptakan atau mengubah sesuatu, kelenturan kakuatan, akan berhubungkan hal yang berkaitan dengan sentuhan. Kalau kamu suka bikin pernak-penik, atau nsuka menghafalkan rumus fisika sambil senam, inilah kamu!
Kemampuan menggunakan seluruh tubuh untuk mengekspresikahn ide atau perasaan, keterampilan menggunakan tangan untuk menciptakan atau mengubah sesuatu, kelenturan kakuatan, akan berhubungkan hal yang berkaitan dengan sentuhan. Kalau kamu suka bikin pernak-penik, atau nsuka menghafalkan rumus fisika sambil senam, inilah kamu!
Kecerdasan musical
![http://mercusuarku.files.wordpress.com/2008/07/girl_violin.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_txOYyjm1pgE38r6NMefmA4qTxU1m8VtU0UjtzrWUzBu6kKvomxJuY0CRcai4kfZoSnCZG6SGXL_9CpamBGv23b1ZBBa8JQJrDZ1P4k2NwBLXn-ZkhJ12swvITWB5g28Xa3=s0-d)
Kemampuan menangani bentuk-bentuk musical denagn cara mempersikan, membedakan, mengubah, kepekaan pada nada, irama, melodi. Bisa dengan cepat menghafal lagu dan menggunakan musik untuk menghafal pelajaran, inilah anda!
Kemampuan menangani bentuk-bentuk musical denagn cara mempersikan, membedakan, mengubah, kepekaan pada nada, irama, melodi. Bisa dengan cepat menghafal lagu dan menggunakan musik untuk menghafal pelajaran, inilah anda!
Kecerdasan intrepersonal
![http://akiragats.files.wordpress.com/2009/01/enhanc1.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_t4hZelcVdXv1CpYxGYzy3QAtRhlwlW5bWjZz0ZzOiXPQM3SqbCWC6U4vFwiGrJTZ5NMkyoLG5q6QUjaQ_ODBR1hrR5qc39sZoT9GshPzW-fwgGGkEb6A_IcizD=s0-d)
Kemampuan mempersepsikan dan membedakan suasana hati, maksud, motifasi, dan persaan orang lain. Kepekaan terhadap ekspresi wjah, reka, suara, kemampuan menanggapi secara efektif tanda-tanda tersebut dan mempengaruhi kelompok orag untuk melakukan tindakan tertaentu.nah, kalau ini bisa jadi tempat curhat yang baik.
Kemampuan mempersepsikan dan membedakan suasana hati, maksud, motifasi, dan persaan orang lain. Kepekaan terhadap ekspresi wjah, reka, suara, kemampuan menanggapi secara efektif tanda-tanda tersebut dan mempengaruhi kelompok orag untuk melakukan tindakan tertaentu.nah, kalau ini bisa jadi tempat curhat yang baik.
Kecerdasan intrapersonal
![http://z.about.com/d/homeworktips/1/5/F/4/-/-/thinking.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_s-z_sPuxOpZJfqPMj4stE8uUehMuNZ1DFbFPq8tMQ-4j5MqwgWhEPmoUSBgshqZU5Xa1Z8vmS5GgwTV3AwfpSfgqzaPCec2TCBy-MKpboiLPZ0DAj2EKYyEmRCbYE=s0-d)
Kemampuan memahami diri sendiri dan bertindak beradasarkan pemahaman tersebut. Kepekaan tarhadap mjemahami diri sendiri, kesadaran atas suasana hati, kainginan, kemampuan berdisiplin diri, memahami, menghargai diri. Seperti seniman gitu..
Kemampuan memahami diri sendiri dan bertindak beradasarkan pemahaman tersebut. Kepekaan tarhadap mjemahami diri sendiri, kesadaran atas suasana hati, kainginan, kemampuan berdisiplin diri, memahami, menghargai diri. Seperti seniman gitu..
Kecerdasan naturalis
![http://www.morinagaplatinum.com/media/122982/morfoto-kidb-turtle.jpg](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_u_nRwGmEMELsuBDDzC9fxsdfK1E8x4ETcpX5dqqjNhHTz9uayrWWusbzb78X3h6DT2JtkBE35d8NFR7P-TwRW1jWv3EmO-THfrbMSKg6oWx1Qgj2zkm-_zkiBDvAtNwAIepYkj66Y=s0-d)
Keahlian mengenali dan mengategorikan spesies di lingungan sekitar kepekaan pada fenomena alam, kemampuan membedakan benda tak hidup.
Keahlian mengenali dan mengategorikan spesies di lingungan sekitar kepekaan pada fenomena alam, kemampuan membedakan benda tak hidup.