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Part 2 The mean, median, and mode of a normal distribution are...","preview":{"posterSrc":"//avatars.mds.yandex.net/get-vthumb/2719695/c96443aa05aa0747369abecb5143ba9d/564x318_1","videoSrc":"https://video-preview.s3.yandex.net/hCh0PQEAAAA.mp4","videoType":"video/mp4"},"target":"_self","position":"0","reqid":"1769482992260247-2068819749573620967-balancer-l7leveler-kubr-yp-sas-197-BAL","summary":{"fullTextUrl":"/int_search_summary?data=http%3A%2F%2Fwww.youtube.com%2Fwatch%3Fv%3DzJ7PCi0hyM0","linkTemplate":"/video/preview/12511642555422313288?parent-reqid=1769482992260247-2068819749573620967-balancer-l7leveler-kubr-yp-sas-197-BAL&text=Adi+Math+Guru&t=%%timestamp%%&ask_summarization=1"},"isAdultDoc":false,"relatedParams":{"text":"The area under the entire probability density curve is equal to 1","related_orig_text":"Adi Math Guru","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Adi Math Guru\",\"url\":\"http:\\/\\/www.youtube.com\\/watch?v=zJ7PCi0hyM0\",\"src\":\"serp\",\"rvb\":\"Eq0DChQxMjUxMTY0MjU1NTQyMjMxMzI4OAoUMTQzMzc2NDE4MDY2NzkyMjIzNDkKEzM4ODUwMTE3NjI0MzM1MTgwMTkKFDEzNzUzMTIwNzQwMTg1OTk1NjA4ChM5MzUyNDI4NzAyMDkzNjQ2NTM0ChQxNjAyOTczMTE0ODI4MTQ5NDYxNgoUMTgwMTMxMDIzMTMyMDM5NDY1OTYKEzY1ODUyMTk4MzE5NjcxNjMwODgKEjkxNTUyMTk3MjU3MzIxNDI2NQoTNTgxMTI5NDI2NDgzODczMzE3MwoTOTcxMzQ1MjM2MzMxOTE3OTg0MQoUMTE5OTI2MTg5NzIzMTQ4NTQ2MzkKEzI2OTI0NDYyNDA3MTU1NjA2NTIKEzUzMTE3MDI1MzA5MzAwNTEyNTAKFDE0NTUyODM2MzYwNzk1MDEyNzM4ChQxNjk1NDYwMTk5Mjk3NDc5NTgzNQoTMjYwOTY5MjE0NzEwOTcyNDczNQoUMTMyNjY4MzE1MDE3MTQ3MDI2OTEKFDExMTQzMTg2Njg3MjAxMDEzMjE4ChM1MTc0MTI3Mzc0NzE2NTA3NjU1GhYKFDEyNTExNjQyNTU1NDIyMzEzMjg4WhQxMjUxMTY0MjU1NTQyMjMxMzI4OGq1DxIBMBgAIkQaMQAKKmhobHVnanJqamtmb3BwZmRoaFVDb1hWMWJVTXFCcDloWmJPMEpIZnhvZxICABIqD8IPDxoPPxM_ggQkAYAEKyqLARABGniB-vf8-f8BAAbzCAIECP0CAgwA__f__wDjA_wKCfwCAAH5APf6AQAACf0J_gMAAAD28v0J9_8BAAcY_QAEAAAAA_73-PYAAAAT_gD8C_8BAfn4_QYE_wAACAQCCgAAAADwA_r6_v8AAP4UEAEAAAAACPP5AgAAAAAgAC0rMtc7OBNACUhOUAIqhAIQABrwAUXwCP6SHPj6VAzhAOr76wCBBQv_LxfpAPME3wDs-_4A8hLnAM_l8P_gEe8AABj0ABLh6f867_wADRP_AAkMEAAd8gQA_d0FAkH9_QH1Duz_B_4BAATsJAAT9xMA__b8_R4L4gDs_eMC-P4CAAn3Gf8C8g0C_Q4QAP4PCAIR_BIA_-n5AwnxEAb7G-r8AgMO_wEL_fwACBEBAfj7_DAN6v8KDQD-DQX4BCD3IQAnBA399gr--f0cBgAi5_QF-QwaAhf4Cv_xDPT35_X3BgYABQzg_xj69wIP_wD9AA__7wb2-vb59OIM8wjy7BYDAgsE8yAALW4nSDs4E0AJSGFQAipzEAAaYDYRACYKAOrzCDXY-ujT8xP2Nhjh-_L_MOEA7gjkywIL0KnyBf849BcFtwAAAAHd5B4BAO5j9_rX2d0XyOMFxwsgf9MdEbTxDvHqsNji3ucCFBVGNgDzEMAoN_vqLf8mFSAALVAoNDs4E0AJSG9QAiqvBhAMGqAGAAA0QgAACEIAADBCAABQwQAAaEIAAMxCAAAQQgAAqMEAAIrCAAAUwgAAMEEAAFTCAAAwwgAAZMIAALxCAACIwQAABEIAAFTCAABIQgAAisIAAEDBAAD4wQAAHMIAABDBAAAAQgAAJMIAAHjCAACawgAAxkIAAKhBAADwwQAA4EEAAJjCAABwwQAAmMIAAKDAAAA4QgAA4EIAAHDBAADoQQAAQMAAACBBAACwQQAAwEEAAIC_AAAAQAAASMIAADBBAAAsQgAAEMEAAJbCAABAwAAAwMAAABBBAADgQAAAcEIAAOrCAABAQAAA-MEAADDBAADQwQAAYMIAACDBAACkwgAAAMAAAIDCAAAwwQAAAMAAAITCAAAwwQAAVEIAANRCAACgwQAAIEIAAGDCAADwwQAAyMEAACTCAABkQgAA4MEAADjCAACIQgAAwMEAAI5CAACYwQAAQMAAABTCAADoQQAAWEIAAABBAADgQQAAUEEAAKBAAABswgAAYMEAAIjBAADIwQAAoMAAAEBBAACYwQAAXMIAAPhBAAAEQgAAeMIAAODBAACAwQAAqEEAAERCAADYwQAA0MEAAAAAAAAwwQAAaEIAAIDBAAAgQQAACEIAAETCAACAwgAAgMEAAEDAAABwwQAACMIAAAjCAAAQwgAAwMAAABxCAAAkwgAAAEEAAIBBAACIwQAAIMEAAGDBAADAQAAAwEAAADDBAACgQAAABEIAAHBBAADYwQAAKMIAABBCAAB8QgAAFEIAABDBAADwQQAAkEEAAILCAAAAwQAAoEAAAKDAAACgwAAAgD8AAAxCAACYwQAAQMAAACDBAABwwgAAAMIAAIA_AACIwQAAoMAAAABBAAAYwgAAuEEAAIjBAABgQQAAoEEAAAAAAAAAQAAAMEEAAPDBAABQQQAAEMEAADBCAACYwQAA4MAAAABCAAAgwQAAmEEAAChCAADowQAAosIAAIBAAADAwAAAkEIAAMjBAACKwgAAKEIAAAhCAAC4QQAA2MEAAIrCAAB8QgAAgL8AAABAAABEQgAAlsIAAPhBAACwwQAAEEIgADgTQAlIdVABKo8CEAAagAIAABC9AABwvQAAmL0AAJI-AADgPAAAjj4AAIA7AAAHvwAAor4AANg9AABAvAAAqL0AADw-AAAsPgAAPL4AAHC9AAB0PgAA2D0AAFA9AACePgAAfz8AADw-AADYPQAAND4AAES-AACAuwAAFD4AAEy-AAAcPgAAML0AACw-AAAwPQAAJL4AAFC9AABEPgAAuD0AADQ-AADYvQAAZL4AAJq-AAA0vgAAgDsAAEw-AACgvAAAmD0AADw-AADgvAAAPL4AAIC7AADuvgAAuD0AAPg9AABEPgAAbD4AAIi9AAD4vQAAMz8AAKg9AADoPQAA4DwAAEC8AABAvAAAQDwAAJ6-IAA4E0AJSHxQASqPAhABGoACAACWvgAAmL0AAKC8AAArvwAALD4AACQ-AAA8PgAALD4AAOC8AACovQAAML0AALi9AAAQvQAAuL0AAPg9AAAwPQAAXD4AADE_AABQvQAAxj4AAGS-AACoPQAAQDwAADy-AABwPQAAgLsAAOA8AACAuwAAcD0AADC9AAAQvQAAND4AABy-AACIvQAA6D0AABS-AAAwPQAAHD4AABy-AADIvQAA2D0AAGy-AADYvQAAQLwAADS-AAAQPQAAf78AACS-AADIvQAAJD4AAPg9AACIPQAA2L0AAPg9AACYPQAAcD0AAIA7AAAwvQAAZD4AAHA9AACoPQAAkr4AAJi9AACAuyAAOBNACUh8UAEwCTgBSgBgAGgA\"}","related_url":"http://www.youtube.com/watch?v=zJ7PCi0hyM0","parent-reqid":"1769482992260247-2068819749573620967-balancer-l7leveler-kubr-yp-sas-197-BAL","related_vfp":1,"relatedVideo":"yes"},"cwidth":1280,"cheight":518,"cratio":2.47104,"dups":["12511642555422313288"],"episode":0,"season":0,"isEmbedOnly":false,"greenHost":"YouTube","hasTranslation":true,"contentTypeId":null,"censored":false,"videoContentId":"3241885618"},"14337641806679222349":{"videoId":"14337641806679222349","docid":"34-11-15-Z97B739D31ECA6DA9","description":"16. Fill in the blank. 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