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The 74 published an opinion essay arguing that math education should give more weight to explicit instruction and practice, drawing a comparison with efforts to improve reading instruction through the science of reading. The essay criticizes approaches it says de-emphasize procedures and repetition; the supplied excerpt does not include the article’s ending or enough detail to verify the full evidence behind its claims.
The 74 published an opinion essay arguing that schools should make explicit math instruction and practice a stronger part of teaching, drawing a comparison with the push for phonics-based reading instruction. The essay’s argument is that students need secure foundational skills to take on more advanced work; it is an opinion piece, not a report announcing a new policy or research finding.
The essay says debates over early reading have focused on the science of reading and on whether state and local policies change classroom practice. It argues that the reading debate also reflects a broader disagreement about explicit instruction: whether beginners should be directly taught basic skills or expected to discover them through guided exploration. The author says explicit instruction is a common way people learn practical skills outside school, using knife skills as an example.
Applied to math, the essay takes issue with approaches described as discovery, constructivist or inquiry-based learning when they offer little guidance on procedures. It argues that students benefit from being taught methods and given opportunities to practice, while allowing that inquiry can help students develop deeper understanding, particularly at more advanced levels. The supplied source excerpt cites Stanford education professor Jo Boaler’s criticism of procedural teaching and timed repetition, but does not provide the full exchange or a detailed evaluation of the research.
The excerpt says that 50% of eighth graders taking the National Assessment of Educational Progress in 2019 met or exceeded the cited benchmark, but it cuts off mid-sentence. It does not supply the benchmark’s name, the remaining discussion or any further figures. That statistic should not be treated as a complete account of the essay’s evidence or as a measure of the effect of any specific teaching method.
The Case for Explicit Math Teaching
The argument concerns what students are taught before they reach advanced math. The essay says fluency with basic calculations and procedures can leave more attention available for complex reasoning, much as decoding supports later reading. If foundational knowledge is weak, students may face a heavier burden when lessons require them to solve unfamiliar problems.
But the source presents this as the author’s position, not a settled finding that one approach works for every student or topic. The policy question is how schools balance direct explanation, practice and conceptual exploration, and whether educators are getting enough support to put a chosen approach into practice. The excerpt does not set out a specific reform plan or show that adopting phonics policies in reading would translate directly to math.
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Reading Reform as the Analogy
The essay opens from the visibility of the science-of-reading debate, including Emily Hanford’s “Sold a Story” podcast, and state- and city-level efforts to promote reading instruction grounded in that framework. It says the ongoing challenge is not only writing policy but determining whether policy changes what happens in classrooms.
The author uses that debate as an analogy for math teaching, not as evidence that reading and mathematics instruction are identical. The source also refers to a paper published about 20 years ago on minimal guidance and to disputes over drill and practice, but the provided material gives no study title, methods or findings. Its broader historical and political commentary is the essayist’s interpretation rather than independently established reporting.
““the best way to get from zero to vaguely competent is to be taught the proper way to do it and then given the opportunity to practice.””
— The essay’s author, in the supplied excerpt
Evidence Missing From the Excerpt
The supplied article text ends in the middle of a sentence after introducing a 2019 eighth-grade NAEP statistic. It does not reveal the rest of the argument, the precise score category or benchmark, or what additional evidence the full essay presents. The publication date is also absent from the material provided.
The excerpt does not establish that explicit instruction alone improves math outcomes, nor does it compare outcomes across teaching methods. It offers an argument about instruction and cites other views, but readers would need the complete essay and the referenced research to assess those claims. No new school policy, district decision or government action is reported.
The Debate Moves to Classrooms
The source identifies classroom implementation as a central question in reading reform and applies that concern to math: what teachers do in lessons matters alongside the language of policy. It does not announce a specific next step, timetable, proposed legislation or study. Further developments cannot be confirmed from the supplied excerpt.
To evaluate the essay’s case, readers would need the complete article, including its full discussion of student achievement and the research it references. Any broader judgment about math instruction should distinguish the author’s recommendations from findings supported by identified studies and from decisions made by education authorities.
Key Questions
What is the essay arguing?
It argues that math teaching should give explicit instruction and practice a stronger role, while still leaving room for exploration and deeper conceptual work.
Is this a new school policy or research report?
No. The supplied material describes an opinion essay published by The 74. It does not report a new policy decision or present a complete research study.
What does the phonics comparison mean?
The author compares calls for direct teaching of foundational reading skills with the case for explicitly teaching basic math procedures and facts. The analogy is the essay’s framing, not proof that reading and math instruction are the same.
What evidence does the provided excerpt include?
It refers to a 2019 NAEP figure for eighth graders, but the excerpt cuts off before stating the full result and its benchmark. It also mentions research on minimal guidance without identifying the paper or detailing its findings.
What remains unknown?
The full essay’s conclusion, its complete use of achievement data, and the precise evidence supporting its recommendations are missing from the supplied text. No specific policy response or next milestone is given.
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