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Visit https://www.Breslyn.org for video guides on balancing equations and more! To balance Ca + O2 = CaO you'll need to be sure to ...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/4473373/f67eb0244ca31930241c088f39a4cced/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/hr/NaBKAAAAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"10","reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","isAdultDoc":false,"relatedParams":{"text":"How to Balance Ca + O2 = CaO (Calcium plus Oxygen 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tell if Ca3(PO4)2 (Calcium phosphate) is ionic or covalent (also called molecular) we look at the Periodic Table that and see that Ca is a metal and PO4 is a group of non-metals. Here the...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/4412734/361d4527ca92ad24318cd15159746840/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/IogLBwEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"12","reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","isAdultDoc":false,"relatedParams":{"text":"Is Ca3(PO4) 2 (Calcium phosphate) Ionic or Covalent?","related_orig_text":"ca20052009","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ca20052009\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=zIqZSXUh0ec\",\"src\":\"serp\",\"rvb\":\"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-AgD0CQ8JBQb8ARAN-gII_wAA-vUF_gYE_gD99gcEAgAAAOwK9wcGAAAA-Pn6EP__AAAP_f4DBAAAAB798_r8AAAACRD7Dv4AAAAHDQsPBP8A_xr88Pn_AAAA_AL_7gAAAAD5EP0HAAAAAPf6_vgAAAAAIAAtuojVOzgTQAlITlACKoQCEAAa8AF_CSABzPzm__oK7wDWJeMBp_cm_wke5_-u-xoB0d3sAO0Y3wDQ3cz_Agz5AM34EQAYBdf_--34AD0NBf8S7xMAIQIBACTW9AE2JxgA-RD0AOIBOv4aFhsAHvf0A9bu_f4WLiX9J_PoAB3Z1gEK1jwDHfkT_RG2CwHyyAf_1wn3AtjfBQAFCPYACAvz_vf1JP7YDPoCMiXr_9wr9AIO8-oA5-XuAwfj3AAYCAQE4fIQ-Qzp8gAMLwz36xAO-wkjI_kGDhf559b29yT3DQc55e_--fX6_d8M_wLbA-QDCuAL_CbwCAHfGfH0_8UJ_wT9CAYgAC3s5hk7OBNACUhhUAIqzwcQABrAB-8c0r5v6Lc8WsdnPUKk8LxxRC09CebDvPvnOb5iwkM8-63dvBTzxzzzwJE8WtqEPBx4db5qfBA9fDjSPC0LVj6wily9QS0mvVouW77qj5U8bmKSvD4mIr4Xot683KraPJUspz3Sypg8EkJRvEG2HD7BMKo8jUl7O5cRKLyi34w7NAi9PH2Xgr1lRks7LYCEvIRKPD7IicC6fkFBPQRrwT0QmEG7YR4tvRHMLLzNB3-9jz5_O7-1g715ioE8WmkMu3MIsT1Avdm8hcOcPEfiijz4J6e8LUPaOyYFkb38Z5M72J2sO_eKlzrgKzq9GaTHu0zFhjwyOgA9v4lXPEC3sb09KRM9mtwcPORm-D1mTOE9GCPUO9nLW70ei467gib4PE-FKb3slK09TghCvH6syz3sbnm8VFWJu8f3kL2VH2I9VR-fO2NgPT0PLsg9ffnuPLpjFj3k9ss8ptWMu7nyI7yieeU8GqlSvIM5pb34k6c9BKmUvL2fxD1qnV08qe-hPGSV0j2tCwk9Rl1rPKtgDz1AYsW84vA4PA_d4jx1dBy-GGL6udQq-j0rG7G8_3dXuq7k9Dx0v366Gr_0OwYKo7pC9WU9UNBcvDUpZT2hgbi9alAPO-l8PT1vOx49gOqjO_4s1rxhXKC88747vFeWyD0ecxm9VIcBO5k20ry8Ws69GJwvOrRgWD3P-ek8xC-rOmAXLz1AhAi-R5i2OPc_qz1DId27Kvm7u6gSDz2vcYI9m46AO39Ogbwpe6Y8V0qluHwr0jzqOKO8O_3BOeUZyj0OidY8syzLOAuJybsVtQo9903MOYnI1Tx9P4W9R1qFOYkPt723Qri9MUK6OAc-67wPWEO9eb0Cup37xjx14Q08ZBKYucwgw73UDQS-CFOFObsg7Ly3FCa93cbXNzTrpj1XZA-9JEs4ORZwqr0-gIu9yEeUNkMVk73uHLE70kPcOXTWQr2AUqO6c25mtavMCjrLqym9CVXCt6qCMb26__48zZXBuOvJzD3hkzM9S86QN85WOb0qpEE9yQ2iuOXiubxxaJu95a0INtCAFT2ASrU9ljSQuLSQEL7YjKI9mXsEtznLkT3i0WG9uqxkOIV6uj06JqY8x-hoOCZmZ71NnME88j8JOAJqxTzy4Hg9cin9uIyem73JfaE8pHW5t8Mm_bezQ4y9TYoON-l3hjz2tEM8FyTMNx2XDD1JD0O-VDFNuYqWVz0QWPk9jRdAOIfVST1AL_w9t6oHufVifTrtYZS83brntqx6L71anPE8qKPsNyAAOBNACUhtUAEqcxAAGmBHEgA-6k3N6ixW2hPU6wji4vnL1eMI_xrW_wIQGPINFtfb5_L_PdckzJ4AAAAM5NP91gD3f7oAzzLxIirB5uQpEFn08Wvi30oR4fYB0fMECAAL7DsAo8evJC3iuTna_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_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-AAA0PgAAP78AAPg9AAAwPQAAFD4AAJq-AAAsPgAA6D0AABC9AACSvgAA-D0AAKi9AACmPgAART8AAH8_AAD4PQAATD4AACw-AAAEPgAAyD0AABC9AABAPAAAiD0AALI-AAAsPgAA3r4AAEC8AACaPgAAqL0AABA9AACgvAAAEL0AAN6-AACovQAAor4AAMg9AACiPgAAmL0AAOi9AAAQvQAAnj4AAJK-AAD4vQAAnr4AANK-AADYPQAA3j4AAJo-AABMvgAAQDwAAEs_AABwPQAAmL0AAL4-AAC4vQAAgj4AAHA9AACIvSAAOBNACUh8UAEqjwIQARqAAgAA4LwAAHQ-AADovQAAL78AAMK-AACAOwAAPD4AAMg9AABEvgAAPD4AADQ-AACivgAAMD0AAHS-AAAQPQAAEL0AAMi9AAAlPwAAyD0AAJI-AAD4PQAAoDwAAKi9AABkvgAA-L0AAIi9AAAQPQAA2D0AAOi9AAAUvgAAuD0AAKC8AACovQAAgDsAAKA8AABsvgAAUD0AAKY-AAC6vgAAHL4AAFA9AABwPQAAmD0AAKi9AABQvQAAPD4AAH-_AAAwvQAAgDsAAMi9AACoPQAA-D0AAAQ-AADYPQAAHD4AABA9AADgvAAAqj4AAKg9AAAwvQAAyD0AAKA8AAAwPQAAEL0gADgTQAlIfFABMAk4AUoAYABoAA,,\"}","related_url":"http://www.youtube.com/watch?v=zIqZSXUh0ec","parent-reqid":"1769758709028697-439487433406002105-balancer-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step-by-step explanation of how to draw the Ca3N2 Lewis Dot Structure. For Ca3N2 we have an ionic compound and we need to take that into account when we draw the Lewis Structure. We’ll first...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/2463741/923af44836464885d3061dbc064d624c/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/PqP8TQEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"15","reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","isAdultDoc":false,"relatedParams":{"text":"How to Draw the Lewis Dot Structure for Ca3N2: Calcium nitride","related_orig_text":"ca20052009","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ca20052009\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=1EfL-Cv76fA\",\"src\":\"serp\",\"rvb\":\"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-vwHCPcA5QL78wz-Av8lCPQE8gQEAPLu-P8GAv8ACfoN8_4BAAD4BQX2CAAAAPr78vj0_gEAFQz09QQAAAAS-fQB8wAAABoH9Pj-AQAA8QUM8AIAAAATD_39_wAAAAL09-0AAP8B-QEG_wAAAAAN_f0BAAAAACAALQQPvDs4E0AJSE5QAiqEAhAAGvABfxsK_9_rxQHUFNgAyMy-AdsHNv9IIQP_1A4sAPcN2AHr8uIA9g4fALgS-f-nMff_-_fC_hDbyQEmAfb_OOT2AOLk3AE33wMAEvs5APr6_v8U9y_-0_8W_xcJxvwl49r_Lfwr_hII5wLpBLYCCyQ-AwLnMPwIzvYF7roJ_7XACwMjC7n74CbnBCguG_jb8zkJIP7e-wAD-fbwW-EJFNzl_7fzB_w0QM3_Je_1B_gu8fXlrvwGEesyAfQFEfvyPxwEHB4j-w0UAvANDBvy_9fnC_nj3gAJCtQO_94FAxsD8Ar37_Tt1x_u8fjkBPER8-MCIAAt7lr5OjgTQAlIYVACKnMQABpgFfQAVAAqueoXGvLsyAEv_Oru5QbPBf_sv_8WDs0xJeK72DAS_xvUS-SaAAAAG-nKFRkAAX_ZtQwp1RD_q7nIMzt8MAEwF-NFBsXZDQIZDa4TEB5HAL_j2G8j0-gaGvIMIAAtk0YUOzgTQAlIb1ACKq8GEAwaoAYAAFTCAABEwgAAYEIAAKDAAACEQgAAgEAAAIpCAACAvwAAHMIAACBBAACAwAAAhsIAAPjBAABwwQAAgD8AACxCAACwwQAAYMIAAGBCAAAUwgAAAMIAAFBBAABgQQAAQEEAAHDBAACgwQAAisIAAFzCAACqQgAAmEEAAAjCAACIQQAAwEEAAEzCAACiwgAAmEEAANhBAAAgwQAA8MEAAJjBAADAwAAAyEEAAOhBAAAwwQAA-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-AADovQAAuD0AAJi9AACovQAABD4AAFw-AABkPgAAkr4AAAw-AAAQvQAA4DwAAPY-AAB_PwAA2D0AAOC8AABcPgAAir4AAEC8AADoPQAAgDsAAKA8AACSPgAAED0AAAS-AACIvQAAgj4AAEw-AACAuwAAHD4AADA9AABQvQAAED0AAHC9AAAwPQAApj4AABA9AAC4PQAABD4AAJi9AAAEvgAALL4AAFS-AADgvAAAMD0AANo-AABQPQAAcL0AAOA8AAA1PwAAPL4AABC9AACaPgAAiL0AAIY-AADoPQAALD4gADgTQAlIfFABKo8CEAEagAIAADS-AABEPgAAED0AAB-_AAAsvgAA2L0AAEC8AACIPQAAFL4AAHA9AACGvgAAwr4AAHC9AABsvgAAcD0AAJi9AAAEPgAAKz8AAEw-AACmPgAAcD0AAKC8AAAwvQAAVL4AAOC8AAD4PQAAuD0AAEC8AAC4PQAA4DwAADC9AAAwPQAAED0AAAS-AAAEvgAAQLwAAEQ-AADoPQAANL4AAKi9AABwPQAAJD4AANg9AABQPQAATL4AADw-AAB_vwAATL4AAJK-AACKPgAA6D0AAHC9AACAuwAAND4AAAw-AAAQvQAAMD0AAEw-AAAsvgAAUD0AADA9AAAQvQAA4DwAALi9IAA4E0AJSHxQATAJOAFKAGAAaAA,\"}","related_url":"http://www.youtube.com/watch?v=1EfL-Cv76fA","parent-reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":720,"cratio":1.77777,"dups":["7481067913074185443"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"videoContentId":"1728829991"},"6088123801710669197":{"videoId":"6088123801710669197","docid":"34-1-11-Z17EDE8FFEF61F6BA","description":"In this video we will describe the equation Ca(NO3)2 + H2O and write what happens when Ca(NO3)2 is dissolved in water. When Ca(NO3)2 is dissolved in H2O (water) it will dissociate (dissolve) into...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/3118657/e0718bb94422d69012d33b7a5dd142b3/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/O_4IewAAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"16","reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","isAdultDoc":false,"relatedParams":{"text":"Equation for Ca(NO3) 2 + H2O (Calcium nitrate + Water)","related_orig_text":"ca20052009","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"ca20052009\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=A3hpk6w89G8\",\"src\":\"serp\",\"rvb\":\"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_CDw8aDz8TZIIEJAGABCsqiwEQARp4gQD9__7-AwDw_wP-_wIAARAIAwv2AQEAAOoB_QIE_gDt_AP6A_8AAPoQA_4GAAAA-Pn7D___AAANBvUDBAAAABAG_gj3AAAAEBD6-f4BAAAJDgf0AgAAABLz-vb_AAAA8BP_-____wD-DwUAAAAAAP8BCgb_AAAAIAAtUvfaOzgTQAlITlACKoQCEAAa8AF__QT9xeHZ_5Up2_-7HwYApy5H_xgewP_FLPwCwOn-AOLfyf_1Da3_zOLf_78TDQAX0bsAFskH_zITuv8a6BsA_AgGAeXLBgAnzBsB_Qff_gRNIgHT7BX-IcfBBMgBw_0PTPT_Bbzc_eYEqgLq6mADIeVRACbINwcC5xn-AyUVA-TQyvz3PfUBIM72_9XxQgoZ1A3-AOYF_a1RCAT8GskG4swVAQoD1Phk4wcE-LUc9wHl9wfhFA8DKvcxCLgiIgPI7D8Iqr318-8E9v1o-uoXp9Lw9g3o8Qsk7xQGEtD4BeYnCuHS9vv2vOsQ8_AT7w4gAC3MyNY6OBNACUhhUAIqzwcQABrABx-8zr6xEpg7Ru3AO0kLvL1q5Eo7As53POCg_b0uDKY7BZEevA_S8z2Q7iy9oATRPBx4db5qfBA9fDjSPMuAMz7m0Yi9mGIzPNlDS75DknY7KX-CvbeyJL4pFcM8RNBivHCKqD1o7p06KkAPvSMSlT38vRk98dSGO7KCX730CKS8eXyWvA9YQ70_GWO8bInmvJMcMLwI-lE7oFKlPGkZGT69Xzu9ZRfvO6MysLsMjje9OfWcvL-1g715ioE8WmkMux9nGj2GZug7szyTuhfLvrx6srC7Y8IgvD_ULL14ojo9VX24vKxjCz0NBjI8WuybvErExT2X0xS9MGOKvFMJar1ENqA9mGdFOuSG_z05dvU8jG-ePCLKEr1kxgA7-1ksPLO-N7y3HQW8-reJO0sXBz3_iRs9NM9bPNkSCL2-hqC8-RxtO3IT97ssuYo8czLMPMeOfD0wL8A7JtvlvB6P9Dz7BPC9SH7tuuJ4Dr7Aavo7VPX6ujvFCj5Wgyu9X_DlO9thfT1_1kE93ri5O0VcpTxzuPa95AQ3PC7yHbxvLpm9zct-u3446D1CQIA7fH0QvBWQVj2_Xpa93UPCu-cWH72NR6m8-QOzukHYCT1CWKK95D8iuq4xAz39IGE9LznJO79rp7s6w7k81jV_vEKfvjxcMY09R3uTO3D1l70QTaq8nOP1u9pVCD583jA6VJ0Cuwa-Aj4o0My8zCZAuWIvVD0po8C8v3cju2SrsLyW54a9iOTYuh_07LxYCpY7lZFlu965pj07aBu92hnHOV0voj1EonU8rNCHONhbD727mfE9CUSKuW7ckj07sii9I04judGXGT2VZ7m9vXNwOUR1Cb1lrNG8XYQjueuVzbzMyGo9J_nwOWsewb3ErqK9WfgiOLplarvX3by87gHKuJlSbT0WKd68E_ONuODYcz3vgnK9fdkkONz1sTrM-oM8q3kxOAArdjwIsEM9l5NPOBGgUD26SZy9qLB5OTipY72qhnC6UAiiuOWOSDwJjiY86VuEuE62IT1k6UO9znuctw8PnD1UqD6-0zkDuuaKpz2cFQE-eWQjN7jkKL7Rf4W8nfgauQ5RQL0XyQe8XvaStkbx6DqWAre8xu9nN9CgvLzHIpe9LzthOKBUyz338ca8LY_VuLiFmL0_ggu8wg_et5NrTz387oy9bSINNxv1AL58FCk9tjD0OB2XDD1JD0O-VDFNuSL_7D01KQU-835buO2WRjp16KQ9Cm7juOhVs70WJOw8zbghOHu6P71RCw-9yB-3tyAAOBNACUhtUAEqcxAAGmAQBwAx7TGyLQVF2_r4_yDQyd7mu7H9__XK_wcU5B8HSMTA8fcALQMf2JsAAAAnvxA-mQD4f9671zv2Cf3kydf8N2IY9i_Q5icwzfg2x8HhC0PoIywA86jGMEXu5TL-ABEgAC2dnxM7OBNACUhvUAIqrwYQDBqgBgAAEEEAABDCAACaQgAAyMEAAIpCAAAAQAAAuEEAACBBAAAwwgAAYEEAAKjBAAB0wgAAQMEAAAzCAADQQQAAmEEAAGBBAAAQwgAAHEIAAGzCAADIwQAAFEIAACDBAACgQQAAkMEAAODAAABkwgAAlMIAAKJCAAAwQQAAsMEAAHRCAADAQAAA4MAAABzCAAAgQgAAgL8AAK5CAAAAwgAAgMEAACDBAADgwAAA-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-AACSvgAA4DwAANg9AAAMPgAAdb8AAAw-AACYPQAAdD4AALi9AADgPAAA8j4AAAQ-AAC6vgAAZD4AAFA9AAB0PgAALz8AAH8_AACIPQAAQDwAAEw-AABcvgAAMD0AAHA9AAC4vQAAjr4AAIg9AAAMPgAAhr4AALg9AACCvgAAqL0AAKA8AACoPQAAEL0AAM6-AAA8vgAA4DwAAFw-AAC6PgAAVD4AADw-AACCvgAAXD4AADy-AAAwvQAApr4AAOi9AACAOwAA-j4AAAk_AACGvgAABD4AAF0_AAAwPQAA-L0AAEQ-AADYPQAAij4AANg9AAB8viAAOBNACUh8UAEqjwIQARqAAgAAUD0AACS-AACgPAAAQ78AAFS-AACAuwAAPD4AAIg9AABsvgAAyD0AADw-AABUvgAAED0AAIa-AABQPQAAoLwAAAQ-AAAxPwAAHD4AAI4-AABEvgAAcD0AAPi9AACovQAAUL0AAEC8AAB0PgAAUL0AAII-AABwvQAA4DwAAIA7AACGvgAAPL4AADC9AACYPQAAgLsAAIo-AADOvgAAPL4AAIi9AABUPgAAcD0AAEA8AAAMvgAAHD4AAH-_AABQvQAAMD0AALi9AACYvQAA4DwAAOg9AAAQvQAAiD0AAEC8AAC4PQAApj4AAIi9AADovQAAND4AANi9AACYPQAAuL0gADgTQAlIfFABMAk4AUoAUgkIDxCSAhgAMAFgAGgA\"}","related_url":"http://www.youtube.com/watch?v=A3hpk6w89G8","parent-reqid":"1769758709028697-439487433406002105-bala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this video we'll balance the equation Ca + H2O = Ca(OH)2 + H2 . Visit https://www.Breslyn.org for video guides on balancing equations and more! To balance Ca + H2O = Ca(OH)2 + H2 you'll...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/3429998/baab04c019c186408cd18349253990af/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/hr/7pksAgAAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"17","reqid":"1769758709028697-439487433406002105-balancer-l7leveler-kubr-yp-klg-226-BAL","isAdultDoc":false,"relatedParams":{"text":"How to Balance Ca + H2O = Ca(OH) 2 + H2 (Calcium plus 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