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Python Coding Rubric

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Preview of MTH1W Coding EQAO Test Preparation Questions (2023)

MTH1W Coding EQAO Test Preparation Questions (2023)

Created by
MatchMyMath
The following 20 questions contained in this product are language-based coding questions in a multiple choice format. You may be asked to identify the correct code, the correct alteration to given code, or the correct output. Coding language used may be similar to Python, but most questions are written in a ‘pseudocode’ format. We created this resource to mimic the coding style of the EQAO sample questions while being able to address other mathematics topics in the course. Each coding questio
Preview of Math Problems in Coding & Algorithms SCOOT TASK CARDS Math Game - Grade 8

Math Problems in Coding & Algorithms SCOOT TASK CARDS Math Game - Grade 8

Get students moving with SCOOT!SCOOT is a No Prep Math review game where students move from desk to desk answering questions printed on task cards. There are 4 ways to play and keep score, including UNFAIR SCOOT!This version is: Middle School Math, Grade 8, Math Problems in Coding & Algorithms Complete kit for SCOOT includes:25 Printable Color Task Cards - pdf 25 Printable B&W Task Cards - pdf Editable Task Cards - PowerPoint Digital Answer Key - PowerPoint Printable Answer Recording Sheet - pd
Preview of Simplifying Radicals QR Code Activity

Simplifying Radicals QR Code Activity

This is a nine question simplifying radical activity where students can self-check using a free smart phone app. It keeps students engaged in their own learning and it also makes sure they master VA SOL A.3. This activity has both square roots and cube roots.
Preview of Open-ended Questions Mathematics Geometry Probability

Open-ended Questions Mathematics Geometry Probability

Created by
Scott Cianci
A set of 5 open-ended questions (one for each day of the week) with answer keys and a 4-point scoring rubric applying a unique combination of geometry and probability. Designed to represent the types of open-ended questions that typically appear on state standardized tests required for graduation. Can be used as a "do now" bell-ringer activity, anicipatory set, closure activity or main lesson. This problem set presents a unique opportunity to explore area relationships, in particular, between an
Preview of Open-ended questions geometry perimeter area maximum minimum optimization

Open-ended questions geometry perimeter area maximum minimum optimization

Created by
Scott Cianci
A set of 5 open-ended questions (one for each day of the week) with answer keys and a 4-point scoring rubric applying the concept of finding a minimum perimeter for a fixed rectangular area. This is a unique opportunity for students to explore this topic and informally prove how to minimize the perimeter when the area is a fixed value. Can be used as a "do now" bell-ringer activity, anticipatory set, closure activity or main lesson. Good practice for state standardized graduation tests.
Preview of Open-ended questions fractions measurements visuals

Open-ended questions fractions measurements visuals

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) with accomapnying answer keys and a 4-point scoring rubric that's applicable to all. Similar to those open-ended questions which appear on state standardized graduation tests. Good opportunity for students to hone and review their fraction skills and especially tailored to the visual learner. Can be used as a "do now" bell-ringer activity, anticipatory set, closure activity or main lesson in and of itself. By Scott Cianci.
Preview of Open-ended questions convergence of infinite geometric series

Open-ended questions convergence of infinite geometric series

Created by
Scott Cianci
A set of 5 open-ended questions applying convergence of infinite geometric series. Formal knowledge of convergence theory is not necessary. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 questions. Similar to those open-ended questions that appear on state standardized graduation tests. Two methods are presented for solving each one. Can be used as a "do now" bell-ringer activity, anticipatory set, closure exercise or as a main lesson in and of itself. By Scot
Preview of Open-ended questions algebra linear functions/comparing percents

Open-ended questions algebra linear functions/comparing percents

Created by
Scott Cianci
A set of 5 open-ended question exercises (one for each day of the week) applying linear functions and requiring students to make comparisons and think critically. Included is an application of percents. Comes with answer keys and 4-point scoring rubric which is applicable to all 5 problems. Similar to those types of questions that appear on state standardized graduation tests. Can be used as a "do now" bell-ringer activity, anticipatory set, closure activity or main lesson in and of itself.
Preview of Open-ended questions algebra linear functions/numerical patterns

Open-ended questions algebra linear functions/numerical patterns

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying numerical patterns to linear functions. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Also included are teaching suggestions. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a main lesson in and of itself. By Sco
Preview of Open-ended questions geometry perimeter and the Pythagorean Theorem

Open-ended questions geometry perimeter and the Pythagorean Theorem

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying the Pytahgorean Theorem to perimeter. Similar to those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, exyra-credit assignment or as a main lesson in and of itself. By Scott Cianci.
Preview of Open-ended questions algebra and numerical patterns

Open-ended questions algebra and numerical patterns

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying linear functions and numerical aptterns. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a main lesson in and of itself. By Scott Cianci.
Preview of Open-ended questions arithmetic series finance mortgage ammortization

Open-ended questions arithmetic series finance mortgage ammortization

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying arithmetic series to finance, specifically mortgage ammortization. Similar to those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all problems in the set. A unique opportunity to introduce students to finance and the principles of credit. Can be used as a "do now" bell-ringer, anticipatory set, closure activity or
Preview of Math Printable Escape Room Review | Fun Team Mystery Game

Math Printable Escape Room Review | Fun Team Mystery Game

Created by
PinkRoseBud
🔎 Can your class solve the clues and escape the room? Perfect for Grades 4 and above, this interactive math escape room activity turns a regular math review into a collaborative, story-driven adventure! Students work in small groups to solve a series of math clues, uncover a 4-digit secret code, and “escape the room” using the interactive slideshow code checker. It’s a fun, hands-on way to practice problem-solving, critical thinking, and teamwork while reviewing key Common Core math conc
Preview of Open-ended questions number patterns

Open-ended questions number patterns

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying number patterns. Students get to explore number patterns in a real-world context. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a main lesson in and of itself. By Sco
Preview of Open-ended questions geometry fractals convergence of infinite geometric series

Open-ended questions geometry fractals convergence of infinite geometric series

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying convergence of infinite geometric series to fractals. Formal knowledge of convergence theory not necessary. Similar to those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all problems in the set. Each answer key shows two different solution methods. Can be used as a "do now" bell-ringer, anticipatory set, closure act
Preview of Open-ended questions theoretical and experimental probability

Open-ended questions theoretical and experimental probability

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying theoretical and experimental probability. Students get to apply both concepts and explore the difference between them. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a
Preview of Open-ended questions geometry and number patterns comparing area and perimeter

Open-ended questions geometry and number patterns comparing area and perimeter

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying geometry and number patterns. Students get to explore the patterns between the area and perimeter of a square. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a main les
Preview of Open-ended questions algebra linear functions/line of best fit

Open-ended questions algebra linear functions/line of best fit

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying linear functions and lines of best fit. Students get to graph a line of best fit and use it to extrapolate data. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set, closure activity, extra-credit assignment or as a main l
Preview of Open-ended questions geometry volume

Open-ended questions geometry volume

Created by
Scott Cianci
A set of 6 open-ended problems (one for each day of the week plus one extra) applying volume and the effects of parameter changes. Students get to explore how the volume of a solid is effected when the parameters are changed proportionally. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 6 problems in the set. Can be used as a "do now" bell-ringer, anticipatory set,
Preview of Open-ended questions geometry comparing volume and surface area

Open-ended questions geometry comparing volume and surface area

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) presenting a progressive solution to the problem of comparing the volumes and surface areas of two cylinders that have equal lateral areas. Each problem entails calculating another step in the overall solution. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to the last problem in the set. As an alternative the
Preview of Open-ended questions number patterns modular arithmetic

Open-ended questions number patterns modular arithmetic

Created by
Scott Cianci
A set of 5 open-ended questions (one for each day of the week) on number patterns and modular arithmetic. Similar to those open-ended questions that appear on state standardized graduation tests. Since this topic is not a common part of most traditional curricula this affords a unique opportunity for the teacher to cover this area to help students prepare for graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems. Can be used as a "do now" b
Preview of Open-ended questions algebra rational functions infinite limits

Open-ended questions algebra rational functions infinite limits

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying the concept of infinite limits to rational functions, taking an informal approach that's suitable for most levels. Students get to explore the numeric and graphic properties of a rational function, including using a graphing calculator. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicable to all 5 problems i
Preview of Open-ended questions double-percent discounts

Open-ended questions double-percent discounts

Created by
Scott Cianci
A set of 6 open-ended questions (one for each day of the week plus one extra) applying double-percent discounts. Similar to those that appear on state standardized graduation tests. Allows students to explore and internalize the concept of a percent as a ratio and not a pure number. Also requires rounding, so students have a good chance to review and hone their rounding skills. Included are answer keys for each and a 4-point scoring rubric that can be applied to all of the problems in the se
Preview of Open-ended questions algebra rational functions and limits

Open-ended questions algebra rational functions and limits

Created by
Scott Cianci
A set of 5 open-ended problems (one for each day of the week) applying limits to rational functions, both numerically and graphically. Students get to explore the infinite limit of a rational function using a graphing calculator. Although this is a calculus-based topic, formal knowledge of calculus is not required or expected. Modeled after those types of open-ended questions that appear on state standardized graduation tests. Comes with answer keys and a 4-point scoring rubric that's applicab
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