REVIEW 3 major objections 4 minor 107 references
Personalized Exercise Recommendation with Semantically-Grounded Knowledge Tracing
T0 review · 3 major / 4 minor · reviewed 2026-08-06 · deepseek-v4-flash
Pith's one-line read A calibrated knowledge-tracing model can serve as a simulated student, and a model-based critic initialized from it consistently improves RL exercise recommenders in all tasks the authors test.
desk verdict The framework is real and the components are useful, but the headline result is an artifact of scoring the policy on the same KT predictions that generate its rewards. read the letter →
The pith
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
The reading
What carries the argument
The load-bearing object is the calibrated knowledge-tracing (KT) model acting as the reinforcement-learning environment. Its recurrent state encoder $E_\theta$ compresses the exercise history into a compact latent student state $s_t = E_\theta(s_{t-1}, \tilde{z}^q_t, z^y_t)$, and its predictor $F_\theta$ outputs both next-question correctness and, after KC calibration, direct mastery estimates $\hat{y}^c_t$ for any knowledge concept from its embedding. This one model supplies the MDP's state, its transition probabilities, and the reward $r_t = \hat{y}^c_{t+1} - \hat{y}^c_t$ (Eqs. 18-19). The second mechanism is model-based value estimation: the critic is initialized with the KT model's own components and computes $Q(s_t, \tilde{z}^q_{t+1}) = \hat{y}^q_{t+1} y^{c(1)}_{t+1} + (1 - \hat{y}^q_{t+1}) y^{c(0)}_{t+1} - \hat{y}^c_t$ (Eq. 23), the expected mastery gain under both response outcomes weighted by the KT model's predicted probability, instead of learning the Q-function from trial and error. This gives Q-learning critics a structured, near-zero-cost value estimate, which the paper credits for the consistent gains.
What would settle it
Run a field experiment on a real online math platform: deploy an MVE-trained policy (e.g., DDPG w/ MVE) and a random-policy baseline, and give students held-out probe questions for each targeted knowledge concept before and after the 10-exercise sequence. Compare the measured per-concept mastery change with the KT model's predicted knowledge-state change that the paper uses as its score (Eq. 24). The central claim fails if measured gains do not track predicted gains or if the rank order of policies reverses; because the paper's score is itself computed from the KT model's predictions, this external comparison is necessary.
Extended reading notes
Core claim
On the paper's own terms, the central claim is that KT-guided RL becomes both practical and effective for exercise recommendation under three design choices: questions and knowledge concepts are represented by learned semantic embeddings instead of IDs; the KT model is calibrated to emit concept-level mastery predictions directly, so states and rewards are computed in constant time rather than by scoring the whole question corpus; and Q-learning critics are initialized with the KT model's own transition and prediction components. With these choices, continuous value-based RL methods (DDPG, SAC, TD3) outperform policy-based and discrete-action baselines, and the MVE variant improves each of them on all four tasks, most sharply when the target concept changes every step (weakest-KC remediation). The authors further show that policies trained in this way keep working when the question corpus is tripled with generated questions, and that the resulting per-concept trajectories are interpretable, revealing which knowledge concepts the policy targeted and when. The result is a claim that a KT model, properly calibrated, is a usable simulated student for optimizing and auditing personalized exercise sequencing at scale.
Load-bearing premise
The load-bearing premise is that the KT model's predicted correctness probabilities and predicted knowledge-state changes describe real student learning; the RL policies are trained entirely against this simulated student, so if those predictions are miscalibrated, the recommended exercises could maximize simulated gains while producing little real learning.
Editorial extensions
If this is right
- Exercise recommenders can run in real time: rewards no longer require scoring every question in the corpus, because the calibrated KT model reads off any concept's mastery directly from its embedding.
- MVE-trained continuous value-based agents achieve their largest gains when the target concept shifts dynamically, the setting closest to adaptive remediation in live tutoring.
- New questions can be added to the corpus without retraining the policy: semantically embedded actions generalize, and agents with MVE improved rather than degraded on the tripled corpus.
- The pipeline removes the manual labeling bottleneck, since LLM annotation aligned with Common Core standards yields consistent concept labels across 7,652 questions at modest API cost.
- Per-concept learning trajectories make recommendation policies inspectable, letting educators see which knowledge concepts a policy targeted and how predicted mastery moved.
Reading between the lines
- The paper's evaluation is closed-loop: both the reward signal and the reported score come from the KT model's own predictions (Eqs. 19 and 24), so the headline gains are internal to the simulator; a live-platform deployment with external post-test probes is the natural next step.
- Because the MVE critic is effectively a one-step rollout through the KT model, extending it to multi-step rollouts inside the critic could improve value estimates for recommendation horizons longer than the 10-step episodes tested.
- The continuous action space plus nearest-question retrieval leaves a discretization gap; a generative model that emits new question embeddings directly could close the loop between recommendation and automated content creation, a direction the extended-corpus experiment gestures toward.
- A cheap transfer benchmark would compare the KT model's predicted correctness on new questions against real learners' performance on the same questions, isolating where annotation quality or embedding similarity limits prediction.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The manuscript introduces ExRec, an end-to-end framework for personalized exercise recommendation. It (1) annotates questions with solution steps and knowledge concepts via GPT-4o, (2) learns contrastive question/KC embeddings, (3) trains an LSTM-based knowledge tracing (KT) model with a KC-calibration loss, and (4) formulates exercise recommendation as reinforcement learning (RL) with the KT model as simulator, including a model-based value estimation (MVE) critic initialized from KT components. Experiments on XES3G5M report that continuous value-based RL methods with MVE outperform defaults and discrete methods across four simulated tasks, and that MVE transfers to an extended question corpus. The paper also releases code and annotations.
Significance. The strongest contribution is organizational: a complete modular pipeline with semantic grounding and open-source artifacts. If the KT environment were a validated proxy for real student learning, the MVE result would be a useful demonstration that leveraging a known transition model in the critic speeds RL optimization in recommendation. The KC-level calibration is computationally attractive. However, the significance is conditional: the main evaluation is closed-loop, and the paper's central effectiveness claim for MVE is not yet supported by evidence that the optimized quantity corresponds to real learning. Upstream KT prediction AUC (~81.65) and KC-level MAE (0.028) are reported, but these do not validate recommendation-level outcomes.
major comments (3)
- [Section 4.4.1 and Appendix D, Eqs. (19), (23), (24)] The reward and the evaluation metric are both defined as the change in the KT model's predicted knowledge state, and the MVE critic in Eq. (23) is exactly the expected value of that one-step reward under the same model's transition probabilities (Eq. (18)). Consequently, an MVE policy that maximizes Eq. (19) is, by construction, optimizing the quantity in Eq. (24). The comparison against non-MVE RL baselines therefore measures how well each algorithm recovers the reward model, not whether students genuinely learn more. This is load-bearing for the Section 6 claim that MVE "proves especially effective." I request an external validation: for example, measuring improvement on held-out real responses following recommended exercises, or a real-user study; at minimum, a demonstration that the KT-predicted knowledge states track genuine learning outcomes.
- [Section 4.3, Eq. (14) and Appendix B] The calibration target y^c_t is the KT model's own average predicted correctness over 20 sampled questions; there is no ground-truth KC mastery label. Thus the "calibrated" knowledge states are internally consistent but not validated against an independent measure of student knowledge. Since knowledge-state gains are the only reported outcome, this circularity affects all four evaluation tasks. Please validate the knowledge-state estimates against an independent measure (for example, later real performance on questions from the same KC) or temper the claims about student learning accordingly.
- [Section 6, Figure 3] No error bars, seed variance, or significance tests are reported; with 2048 student environments the means may still be noisy if environment initializations are correlated, so the relative ordering of methods may reflect variance or tuning rather than a real effect. In addition, no comparison is made against existing recommendation methods such as RCL4ER [69], TGKT-RL [14], or concept-aware DKT [4], so the claim that ExRec improves upon prior exercise recommenders is not directly tested. Please add multiple seeds, statistical comparisons, and at least one prior-method baseline.
minor comments (4)
- [Section 4.3 and 4.4] Equation (10) defines an averaged question embedding for the exercise history, but the RL action space in Section 4.4 uses the notation \tilde z^q_{t+1} without stating explicitly whether the action is the same averaged embedding or the raw question embedding; please clarify.
- [Appendix D] The four tasks are described as "real-world tasks," but they are simulated objectives inside the KT environment; this wording should be adjusted to avoid overstating external validity.
- [References] Reference [50] contains a typo ("V olodymyr") that should be corrected.
- [Section 2] The sentence "methods such as TGKT-RL [14] require a predefined question-KC graph" has a subject-verb agreement error and should read "requires."
Circularity Check
Reward (Eq. 19), MVE critic (Eq. 23) and evaluation score (Eq. 24) are all the same calibrated-KT prediction, and the KC-calibration target (Eq. 14) is the KT model's own averaged output; reported knowledge gains are self-referential.
-
self definitional
[Sec. 4.4 (Eq. 19) and Sec. D (Eq. 24)]
"we define the reward as the change in predicted knowledge state, i.e., r_t = y^c_{t+1} - y^c_t ... The evaluation score is computed as the net improvement: Score = 1/|T| sum_{c in T} ( y^c_(10) - y^c_(0) )"
For Tasks 1-3 the target KC set T is fixed at the start of the episode, so the undiscounted sum of the per-step rewards (Eq. 19) telescopes to exactly the evaluation score (Eq. 24), up to the gamma=0.99 discounting. The RL agent is therefore trained to maximize the same quantity on which it is then judged, with both quantities produced by the same calibrated KT predictor F_theta. The reported 'knowledge improvement' in Figure 3 is the reward function itself, so the central claim that MVE improves performance reduces to how well each policy optimizes the paper's own predicted-knowledge objective; it does not measure real student learning.
-
self definitional
[Sec. 4.4.1 (Eqs. 21-23)]
"The state transition function E_omega is initialized as E_theta, the recurrent knowledge tracing module from our KT model. The value prediction function F_omega is initialized as F_theta ... Q(s_t, z^q_{t+1}) = y^q_{t+1} * y^c_(t+1,1) + (1 - y^q_{t+1}) * y^c_(t+1,0) - y^c_t"
Equation 23 is the one-step expected value of the Eq. 19 reward computed from the same KT components that define the reward. Because the MVE critic is initialized with the exact transition and prediction functions used to generate the reward, it starts training with the target objective already built in. Its consistent advantage (Section 6: "w/ MVE proves especially effective") is therefore an expected consequence of this privileged initialization, not independent evidence that the recommended exercises improve learning.
1 more flagged steps
-
fitted input called prediction
[Sec. 4.3 (Eq. 14) and Appendix B (Module 3)]
"we define the knowledge state of a student for a particular KC as ... y^c_t = E_{q~Q(c)}[y^q_t] ~= 1/|Q(c)| sum_{q in Q(c)} y^q_t ... we approximate a student's knowledge state on a given concept c in C by sampling 20 relevant questions associated with c from the question corpus and averaging the predicted correctness scores."
The calibration target used as supervision in Eq. 16 is constructed from the KT model's own predicted correctness scores averaged over 20 sampled questions, rather than from any external measurement of knowledge. Training F_theta to reproduce these self-generated averages and then reporting a KC-level MAE of 0.028 (Appendix C) only demonstrates that the calibrated predictor can compress its own outputs. The 'calibrated' knowledge state is thus defined by the model instead of being validated against an independent ground truth.
full rationale
The paper has some genuine external grounding upstream: the KT response predictor is trained on 5.5M real interaction labels and reaches AUC 81.65 (Appendix C), and self-citations to [54] are supporting rather than the main issue. However, the recommendation-level evaluation is closed-loop. The calibrated KT model generates the transition (Eq. 18), supplies the reward (Eq. 19), initializes the MVE critic (Eq. 23), and defines the evaluation metric (Eq. 24); for Tasks 1-3 the evaluation score is the cumulative reward by construction. In addition, the KC knowledge-state calibration target (Eq. 14/B) is the KT model's own averaged prediction, so the 'calibration' is self-distillation. Consequently the central claim that ExRec/MVE improves student knowledge is a claim about optimizing the paper's own predicted-knowledge metric, not about externally verified learning outcomes. A score of 8 reflects that the reported gains reduce by definition to the reward function, even though the upstream KT response prediction provides some independent signal.
Assumptions & free parameters
free parameters (5)
- contrastive temperature tau =
0.1
- reward scale =
1000
- discount factor gamma =
0.99
- questions sampled per KC for calibration =
20
- RL episode horizon =
10
assumptions (5)
- standard math Bellman optimality equation for Q-learning
- domain assumption LLM-generated KC annotations are sufficiently accurate and consistent
- domain assumption Contrastive embeddings align questions and KCs so that nearest-neighbor retrieval is meaningful
- domain assumption The KT model's predictions are a valid simulator of student responses
- ad hoc to paper The calibration target y^c_t (Eq. 14) can be approximated by the KT model's own predictions over 20 questions
Cite this review
Pith. "Pith review of Personalized Exercise Recommendation with Semantically-Grounded Knowledge Tracing." pith.science (2026). https://pith.science/paper/TK7ZVW3W
@misc{pith2026250711060,
author = {Pith},
title = {Pith review of: Personalized Exercise Recommendation with Semantically-Grounded Knowledge Tracing},
year = {2026},
howpublished = {\url{https://pith.science/paper/TK7ZVW3W}},
note = {Machine review of arXiv:2507.11060}
}
read the original abstract
We introduce ExRec, a general framework for personalized exercise recommendation with semantically-grounded knowledge tracing. Our method builds on the observation that existing exercise recommendation approaches simulate student performance via knowledge tracing (KT) but they often overlook two key aspects: (a) the semantic content of questions and (b) the sequential, structured progression of student learning. To address this, our ExRec presents an end-to-end pipeline, from annotating the KCs of questions and learning their semantic representations to training KT models and optimizing several reinforcement learning (RL) methods. Moreover, we improve standard Q-learning-based continuous RL methods via a tailored model-based value estimation (MVE) approach that directly leverages the components of KT model in estimating cumulative knowledge improvement. We validate the effectiveness of our ExRec using various RL methods across four real-world tasks with different educational goals in online math learning. We further show that ExRec generalizes robustly to new, unseen questions and that it produces interpretable student learning trajectories. Together, our findings highlight the promise of KT-guided RL for effective personalization in education.
Figures
Figures from the paper (6 more)
Reference graph
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Chris Piech, Jonathan Bassen, Jonathan Huang, Surya Ganguli, Mehran Sahami, Leonidas J Guibas, and Jascha Sohl-Dickstein. Deep knowledge tracing. In NeurIPS, 2015
2015
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Sentence-BERT: Sentence embeddings using siamese BERT-networks
Nils Reimers and Iryna Gurevych. Sentence-BERT: Sentence embeddings using siamese BERT-networks. In EMNLP, 2019
2019
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Trust region policy optimization
John Schulman, Sergey Levine, Pieter Abbeel, Michael Jordan, and Philipp Moritz. Trust region policy optimization. In ICML, 2015
2015
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Proximal policy optimization algorithms
John Schulman, Filip Wolski, Prafulla Dhariwal, Alec Radford, and Oleg Klimov. Proximal policy optimization algorithms. arXiv preprint arXiv:1707.06347, 2017
2017 arXiv
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Assessing student’s dynamic knowledge state by exploring the question difficulty effect
Shuanghong Shen, Zhenya Huang, Qi Liu, Yu Su, Shijin Wang, and Enhong Chen. Assessing student’s dynamic knowledge state by exploring the question difficulty effect. In SIGIR, 2022
2022
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A survey of knowledge tracing: Models, variants, and applications
Shuanghong Shen, Qi Liu, Zhenya Huang, Yonghe Zheng, Minghao Yin, Minjuan Wang, and Enhong Chen. A survey of knowledge tracing: Models, variants, and applications. Transactions on Learning Technologies, 2024
2024
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Bi-CLKT: Bi-graph contrastive learning based knowledge tracing
Xiangyu Song, Jianxin Li, Qi Lei, Wei Zhao, Yunliang Chen, and Ajmal Mian. Bi-CLKT: Bi-graph contrastive learning based knowledge tracing. Knowledge-Based Systems, 2022
2022
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qDKT: Question-centric deep knowledge tracing
Shashank Sonkar, Andrew E Waters, Andrew S Lan, Phillip J Grimaldi, and Richard G Baraniuk. qDKT: Question-centric deep knowledge tracing. In EDM, 2020. 13
2020
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Knowledge tracing machines: Factorization machines for knowledge tracing
Jill-Jênn Vie and Hisashi Kashima. Knowledge tracing machines: Factorization machines for knowledge tracing. In AAAI, 2019
2019
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[67]
Instructions and guide for diagnostic questions: The NeurIPS 2020 education challenge
Zichao Wang, Angus Lamb, Evgeny Saveliev, Pashmina Cameron, Yordan Zaykov, José Miguel Hernández- Lobato, Richard E Turner, Richard G Baraniuk, Craig Barton, Simon Peyton Jones, et al. Instructions and guide for diagnostic questions: The NeurIPS 2020 education challenge. arXiv...
2020 arXiv
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Tianshou: A highly modularized deep reinforcement learning library
Jiayi Weng, Huayu Chen, Dong Yan, Kaichao You, Alexis Duburcq, Minghao Zhang, Yi Su, Hang Su, and Jun Zhu. Tianshou: A highly modularized deep reinforcement learning library. JMLR, 2022
2022
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Large language model augmented exercise retrieval for personalized language learning
Austin Xu, Will Monroe, and Klinton Bicknell. Large language model augmented exercise retrieval for personalized language learning. In Learning Analytics and Knowledge Conference, 2024
2024
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Deep-IRT: Make deep learning based knowledge tracing explainable using item response theory
Chun-Kit Yeung. Deep-IRT: Make deep learning based knowledge tracing explainable using item response theory. EDM, 2019
2019
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Addressing two problems in deep knowledge tracing via prediction- consistent regularization
Chun-Kit Yeung and Dit-Yan Yeung. Addressing two problems in deep knowledge tracing via prediction- consistent regularization. In Learning@Scale, 2018
2018
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Tracing knowledge instead of patterns: Stable knowledge tracing with diagnostic transformer
Yu Yin, Le Dai, Zhenya Huang, Shuanghong Shen, Fei Wang, Qi Liu, Enhong Chen, and Xin Li. Tracing knowledge instead of patterns: Stable knowledge tracing with diagnostic transformer. In The Web Conference, 2023
2023
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Dynamic key-value memory networks for knowledge tracing
Jiani Zhang, Xingjian Shi, Irwin King, and Dit-Yan Yeung. Dynamic key-value memory networks for knowledge tracing. In WWW, 2017
2017
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Dynamic multi-objective sequence-wise recommendation framework via deep reinforcement learning
Xiankun Zhang, Yuhu Shang, Yimeng Ren, and Kun Liang. Dynamic multi-objective sequence-wise recommendation framework via deep reinforcement learning. Complex & Intelligent Systems, 2023
2023
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Solution_Steps
Hanqi Zhou, Robert Bamler, Charley M Wu, and Álvaro Tejero-Cantero. Predictive, scalable and inter- pretable knowledge tracing on structured domains. In ICLR, 2024. 14 A Dataset The XES3G5M dataset [ 47] is a large-scale benchmark for knowledge tracing, collected from a real-w...
2024
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[77]
Identify all the relevant KCs required to solve this problem
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[78]
Justify why each KC is relevant, considering the question and solution steps. 23
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[79]
- List of KCs: Provide a list of unique KCs with the help of your reasoning above, i .e
You have limited space, so please use 100 words maximum. - List of KCs: Provide a list of unique KCs with the help of your reasoning above, i .e. [<KC 1>, ..., <KC M>]. Don’t enumerate the KCs
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[80]
Provide multiple knowledge concepts only when it is actually needed
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[81]
As the step-by- step solution is already provided, use your judgement to infer which knowledge concept(s) might be needed
Some questions require a figure, which you won’t be provided. As the step-by- step solution is already provided, use your judgement to infer which knowledge concept(s) might be needed
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[82]
Use your judgement based on your input and your ability to infer how the solution would conclude
For a small set of solutions, their last step(s) might be missing due to limited token size. Use your judgement based on your input and your ability to infer how the solution would conclude
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[83]
Reasoning
Remember that knowledge concepts should be appropriate for Math curriculum. If annotated step-by-step solution involves advanced techniques, use your judgment for more simplified alternatives. IMPORTANT NOTE: For your task, try to use the Common Core State Standards for Mathem...
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[84]
Each solution step has to be paired
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[85]
Each knowledge concept has to be paired
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[86]
Map a solution step with a knowledge concept only if they are relevant
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[87]
For instance, if there are 4 solution steps, the pair "5-2" is illegal
Your pairs cannot contain artificial solution steps. For instance, if there are 4 solution steps, the pair "5-2" is illegal
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[88]
1-1, 1-3, 1-5, 2-4, 3-2, 3-5, 4-2, 4-3, 4-5
Your pairs cannot contain artificial knowledge concepts. For instance, if there are 3 knowledge concepts, the pair "3-5" is illegal. IMPORTANT: For this field, you will output solution step-knowledge concept pairs in a comma-separated manner and in a single line. For example, ...
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[89]
list_KCs
Don’t enumerate the KCs or steps within the list. --- Example format below --- {0: {"list_KCs": [<KC 1>, ..., <KC M0>], "question": <question_text>, " list_sol_steps":[<step 1>, ..., <step N0>]}, 1: {"list_KCs": [<KC 1>, ..., <KC M1>], "question": <question_text>, " list_sol_s...
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[90]
Calculate the cost of 32 mechanical pencils: 4 yuan each x 32 = 128 yuan
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[91]
Calculate the cost of 24 pencil boxes: 26 yuan each x 24 = 624 yuan
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[92]
Calculate the cost of 65 pens: 45 yuan each x 65 = 2925 yuan
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[93]
Calculate the cost of 9 school bags: 128 yuan each x 9 = 1152 yuan
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[94]
Add all the costs together: 128 + 624 + 2925 + 1152 = 4829 yuan. • KCs: a) Understanding multiplication, b) Solving multiplication and division problems in real-world contexts, c) Adding and subtracting multi-digit whole numbers Artificial Generation 1 • Question: Eddie is buy...
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[95]
Calculate the cost of 50 boxes of markers: 4 yuan each x 50 = 200 yuan
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[96]
Calculate the cost of 40 packs of paper: 12 yuan each x 40 = 480 yuan
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[97]
Calculate the cost of 20 sets of paints: 30 yuan each x 20 = 600 yuan
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[98]
Calculate the cost of 15 rolls of tape: 8 yuan each x 15 = 120 yuan
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[99]
Add all the costs together: 200 + 480 + 600 + 120 = 1400 yuan
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[100]
Convert the total cost to dollars: 1400 yuan / 7 = 200 dollars. • KCs: a) Understanding multiplication, b) Solving multiplication and division problems in real- world contexts, c) Adding and subtracting multi-digit whole numbers, d) Understanding unit conversion Artificial Gen...
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[101]
Calculate the cost of 20 notebooks: 6 yuan each x 20 = 120 yuan
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[102]
Calculate the cost of 30 folders: 10 yuan each x 30 = 300 yuan
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[103]
Calculate the cost of 10 calculators: 60 yuan each x 10 = 600 yuan. 28
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[104]
Calculate the cost of 5 backpacks: 150 yuan each x 5 = 750 yuan
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[105]
Add all the costs together: 120 + 300 + 600 + 750 = 1770 yuan
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[106]
Calculate the discount: 10% of 1770 yuan = 177 yuan
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[107]
Subtract the discount from the total cost: 1770 - 177 = 1593 yuan. • KCs: a) Understanding multiplication, b) Solving multiplication and division problems in real-world contexts, c) Adding and subtracting multi-digit whole numbers, d) Understanding percentages 29 H Visualizati...
Reviewed August 6, 2026 · model on record in the stance chip above.
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