{"id":3162,"date":"2025-09-22T18:05:07","date_gmt":"2025-09-23T01:05:07","guid":{"rendered":"https:\/\/theothermath.com\/?p=3162"},"modified":"2025-09-22T18:05:07","modified_gmt":"2025-09-23T01:05:07","slug":"beyond-the-list-choosing-quality-math-textbooks-for-california-classrooms","status":"publish","type":"post","link":"https:\/\/theothermath.com\/index.php\/2025\/09\/22\/beyond-the-list-choosing-quality-math-textbooks-for-california-classrooms\/","title":{"rendered":"Beyond the List: Choosing Quality Math Textbooks for California Classrooms"},"content":{"rendered":"<p class=\"c0\">Choosing the right math textbook is a critical decision for California educators. While the\u00a0<span class=\"c2\"><a class=\"c4\" href=\"https:\/\/www.google.com\/url?q=https:\/\/docs.google.com\/spreadsheets\/d\/1WALUohkIpD0RZNlGf1eiaOl2a4-0xJs6gFjk7HyRsNA\/edit?usp%3Dsharing&amp;sa=D&amp;source=editors&amp;ust=1758519373806169&amp;usg=AOvVaw0vsR5GV6t12FhQZqDkcLOo\">state&#8217;s approved list<\/a><\/span><span class=\"c1\">\u00a0provides a starting point, it&#8217;s essential to remember that being on the list doesn&#8217;t guarantee quality. In fact, many approved textbooks simply meet the bare minimum requirements. To truly empower students with effective math education, districts must look beyond the list and engage in a thorough evaluation process.<\/span><\/p>\n<p class=\"c0\"><span class=\"c1\">Think of it like buying a car. Just because a car has an engine, four wheels, and paint doesn&#8217;t mean it&#8217;s a high-quality vehicle. Similarly, a textbook can meet the basic criteria for the approved list without being a good fit for your students&#8217; needs. With 64 out of 67 submitted textbooks making the cut, it&#8217;s clear the bar is set quite low.<\/span><\/p>\n<p class=\"c0\">One nearby district learned this the hard way prior to the release of the list when they\u00a0<span class=\"c2\"><a class=\"c4\" href=\"https:\/\/www.google.com\/url?q=https:\/\/www.cde.ca.gov\/ci\/ma\/im\/documents\/savvasenvisionmath12025.docx&amp;sa=D&amp;source=editors&amp;ust=1758519373808135&amp;usg=AOvVaw21UH7aIGPnZrAYEY6cHqi1\">adopted a textbook<\/a><\/span><span class=\"c1\">\u00a0that ended up NOT even being good enough to the make the list. They adopted one of the 3 textbooks that did not make the cut. This highlights the importance of going beyond the list and carefully evaluating each textbook.<\/span><\/p>\n<p class=\"c0\">At the Merced County Office of Education, our math team provides\u00a0<span class=\"c2\"><a class=\"c4\" href=\"https:\/\/www.google.com\/url?q=https:\/\/docs.google.com\/drawings\/d\/1A49lTbrsjczTr8AmAJXoIbw8kuZZFaAlu_z4yIPT_Jo\/edit?usp%3Dsharing&amp;sa=D&amp;source=editors&amp;ust=1758519373809160&amp;usg=AOvVaw0XBXO6jXKOky2cbvEcWKln\">technical assistance<\/a><\/span><span class=\"c1\">\u00a0to distri<\/span><span class=\"c1\">cts in conducting successful adoption processes. We guide you through a four-part process:<\/span><img loading=\"lazy\" id=\"ed.eei1v87el6df\" class=\"alignright\" 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\" alt=\"\" width=\"260\" height=\"393\" \/><\/p>\n<ol class=\"c6 lst-kix_byp3fty1zby-0 start\" start=\"1\">\n<li class=\"c0 c7 li-bullet-0\">Get to know the\u00a0<span class=\"c2\"><a class=\"c4\" href=\"https:\/\/www.google.com\/url?q=https:\/\/www.cde.ca.gov\/ci\/ma\/cf\/&amp;sa=D&amp;source=editors&amp;ust=1758519373809621&amp;usg=AOvVaw04xAcLZZR2Ho-O-g-vEcW3\">California Mathematics Framework<\/a><\/span><span class=\"c1\">.<\/span><\/li>\n<li class=\"c0 c7 li-bullet-0\"><span class=\"c1\">Prepare for adoption by thoroughly reviewing 2-4 textbooks using a well-established rubric.<\/span><\/li>\n<li class=\"c0 c7 li-bullet-0\"><span class=\"c1\">Choose a textbook through a consensus-based decision-making process.<\/span><\/li>\n<li class=\"c0 c7 li-bullet-0\"><span class=\"c1\">Implement a year-long strategy beyond simply delivering the textbooks.<\/span><\/li>\n<\/ol>\n<p class=\"c0\"><span class=\"c1\">Our team provides an engaging deep dive into the 1000+ page California Math Framework, ensuring teachers are well-equipped to select textbooks that align with its recommendations. This is especially important as teachers may not have had the time to read the entire framework before serving on adoption committees.<\/span><\/p>\n<p class=\"c0\"><span class=\"c1\">Don&#8217;t settle for the bare minimum. Contact the Merced County Office of Education math team to ensure a successful textbook adoption that truly benefits your students.<\/span><\/p>\n<p>.<\/p>\n<p>.<\/p>\n<p>.<\/p>\n<p><img loading=\"lazy\" class=\"alignnone size-full\" src=\"https:\/\/docs.google.com\/drawings\/d\/e\/2PACX-1vTeXJ_kaA6bYMWj24mfdsnCvfu8A8BSOGbXtjGca11hWHAJBdaQjUCddfhDC3UsjwPnZywuAlnaLIdx\/pub?w=1632&amp;h=2112\" width=\"1632\" height=\"2112\" \/><\/p>\n<p>.<\/p>\n<p>.<\/p>\n<p>.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Choosing the right math textbook is a critical decision for California educators. While the\u00a0state&#8217;s approved list\u00a0provides a starting point, it&#8217;s essential to remember that being on the list doesn&#8217;t guarantee quality. In fact, many approved textbooks simply meet the bare minimum requirements. To truly empower students with effective math education, districts must look beyond the [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":3163,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[4],"tags":[135,90],"_links":{"self":[{"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/posts\/3162"}],"collection":[{"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/comments?post=3162"}],"version-history":[{"count":2,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/posts\/3162\/revisions"}],"predecessor-version":[{"id":3165,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/posts\/3162\/revisions\/3165"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/media\/3163"}],"wp:attachment":[{"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/media?parent=3162"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/categories?post=3162"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/theothermath.com\/index.php\/wp-json\/wp\/v2\/tags?post=3162"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}