Grade 7
79 Units, 181 Skills
Factoring and Primes - Practice
Unit 1
Digits and Divisibility - Intro
Unit 2
Speed, Distance, and Time - Intro
Unit 3
Exponents - Practice
Unit 4
Percentages - Intro
Unit 5
Cartesian Grid Basics - Practice
Unit 6
Geometry - Angles and Transformations - Practice
Unit 7
Exponents - Multiplication - Intro
Unit 8
Area and Perimeter Basic Shapes
Unit 9
Probability and Statistics - Mean, Median, and Mode - Practice
Unit 10
Multiplication - 2 and 3 Digit
Unit 11
Measurement - Units Intro - Metric
Unit 12
Geometry - Circle Concepts - Intro
Unit 13
Probability and Counting - Single Event - Practice
Unit 14
Time - Elapsed Time - Practice
Unit 15
Order of Operations - Practice
Unit 16
Geometry - Circle Circumference - Intro
Unit 17
Geometry - Shape Classification (3D) - Intro
Unit 18
Factoring and Venn Factor Diagrams - Practice
Unit 19
Percentages - Tax, Tips, and Discounts
Unit 20
Time - Elapsed Time, Negative - Practice
Unit 21
Rates and Ratios - Practice
Unit 22
Fraction Multiplication - Intro
Unit 23
Triangle Area - Practice
Unit 24
Squares and Square Roots - Intro
Unit 25
Algebra Basic Concepts - Intro
Unit 26
Factoring and Greatest Common Factor - Intro
Unit 27
Geometry - Circle Area - Intro
Unit 28
Decimal Multiplication - Practice
Unit 29
Factoring and Lowest Common Multiple - Intro
Unit 30
Fraction Addition and Subtraction - Practice
Unit 31
Scientific Notation - Intro
Unit 32
Fraction Comparing - Practice
Unit 33
Decimal Division - Practice
Unit 34
Fraction Addition and Subtraction, Mixed - Intro
Unit 35
Fraction Multiplication - Practice
Unit 36
Exponents - Division - Intro
Unit 37
Fractions and Decimals
Unit 38
Speed, Distance, and Time - Practice
Unit 39
Time - Elapsed Time - Advanced
Unit 40
Measurement - Units Practice - Metric
Unit 41
Exponents - Advanced
Unit 42
Fractions, Decimals, and Percents
Unit 43
Order of Operations - Advanced
Unit 44
Area and Perimeter Complex Shapes
Unit 45
Factoring and Primes - Advanced
Unit 46
Scientific Notation - Practice
Unit 47
Exponents - Multiplication and Division - Practice
Unit 48
Algebra Basic Concepts - Practice
Unit 49
Geometry - Shape Classification (3D) - Practice
Unit 50
Cartesian Grid Transformations - Intro
Unit 51
Triangle Area - Advanced
Unit 52
Geometry - Surface Area of 3D Shapes - Intro
Unit 53
Geometry - Volume of 3D Shapes - Intro
Unit 54
Rates and Ratios - Advanced
Unit 55
Probability and Counting - Single Event - Advanced
Unit 56
Patterning - Number Patterns Practice
Unit 57
Time - Elapsed Time, Negative - Advanced
Unit 58
Negative Integers - Intro
Unit 59
Division 3 by 2 Digit
Unit 60
Area and Perimeter Logic - Intro
Unit 61
Probability and Statistics - Counting and Probability Foundations
Unit 62
Factoring and Greatest Common Factor - Practice
Unit 63
Fraction Division - Intro
Unit 64
Geometry - Circle Area and Circumference - Practice
Unit 65
Geometry - Isosceles and Equilateral Triangles
Unit 66
Percentages - Practice
Unit 67
Digits and Divisibility - Practice
Unit 68
Cartesian Grid Geometry Logic - Intro
Unit 69
Pythagoras - Foundations
Unit 70
Decimal Multiplication - Advanced
Unit 71
Geometry - Intersecting, Parallel, and Perpendicular Lines
Unit 72
Percents and Simple Interest - Intro
Unit 73
Factoring and Lowest Common Multiple - Practice
Unit 74
Fraction Addition and Subtraction - Advanced
Unit 75
Squares and Square Roots - Practice
Unit 76
Decimal Division - Advanced
Unit 77
Fraction Addition and Subtraction, Mixed - Practice
Unit 78
Factoring, Multiplication, Division, Fractions - Intro
Unit 79
This math unit progresses through various skills associated with multiplying fractions, starting with fundamental concepts and gradually introducing more complex scenarios. Initially, the unit focuses on multiplying simple fractions by whole numbers without simplifying the results, establishing a basic understanding of the operation. It then moves to include simplification of these products, reinforcing the methods needed to reduce fractions to their simplest form. The complexity increases as students practice multiplying improper fractions by whole numbers, both with and without simplification. This helps solidify their grasp on handling numerically larger fractions and develops their skills in managing the results of these multiplications. Towards the end of the unit, the focus shifts to multiplying mixed numbers by whole numbers. Students are challenged to compute these products without simplification, before eventually incorporating this final step. Each stage involves multiple-choice questions to aid in learning and assessment, ensuring students are comfortable with each concept before moving to more challenging material. The unit aims to enhance students' abilities in handling different types of fractions in multiplication, culminating in a comprehensive understanding of the topic.more
Skills you will learn include:
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This math topic covers the skill of multiplying improper fractions without simplifying the results. Students practice calculating the products of given fractions, as shown in various problem sets, and check their answers against multiple choices listed under each question. The main focus of these problems is to reinforce multiplication of fractions and understanding of non-simplified results, thereby helping to build a solid foundation in operations with fractions.more
This math topic focuses on practicing the multiplication of fractions and includes simplifying the resulting answers. It targets mixed levels of difficulty and is structured into a series of problems that require the multiplication of two fractions, followed by the simplification of the product to its simplest form. Each question provides multiple answer options with representations in LaTeX format, allowing for a focus on computational skills and the ability to correctly simplify complex fractional expressions.more
This math topic covers the practice of multiplying fractions and simplifying the results. It is focused on various fractional multiplication scenarios where the numerators and denominators consist of both small and large numbers. The problems task students to perform the operation accurately and then to identify the correct simplified form among multiple choices. These skills are essential in understanding and mastering the manipulation of fractions in mathematical calculations.more
This math topic focuses on practicing the multiplication of fractions without simplifying the answers. It involves working with mixed fractions and performs the operations at an intermediate level, as part of a broader unit on fraction multiplication. Each question presents different sets of fractions to be multiplied, followed by a series of options from which the correct, unsimplified product must be selected. This activity helps enhance understanding and accuracy in performing fraction multiplications without proceeding to the simplification step.more
This math topic focuses on practicing fraction multiplication with mixed numbers without simplifying the results. The problems involve multiplying two fractions and choosing the correct unsimplified product from multiple options. Skills reinforced include the multiplication of numerical fractions and identifying the accurate unsimplified result. The emphasis is on calculating the product accurately without reducing it to its simplest form.more
This math topic focuses on the skill of multiplying fractions by whole numbers and requires the learner to simplify their answers. It includes step-by-step problems where mixed numbers are multiplied by whole numbers. Each question presents a multiplication task, and multiple choice answers are provided. The problems are designed to help learners practice fraction multiplication in a structured format, enhancing their ability to handle fractions in calculations effectively and boosting their overall number sense in relation to fractional quantities.more
This math topic focuses on practicing the multiplication of mixed numbers by whole numbers and includes simplifying the answers. The problems are structured to guide learners on how to multiply fractions or mixed numbers, with various examples and multiple-choice answers provided for each question. Each problem is displayed with LaTeX-rendered equations, giving a clear visual on how the numbers are set up multiplicatively. Additionally, students can check their responses with provided choices, which range from other fractions to whole numbers, thereby testing their simplification skills as well.more
This math topic focuses on practicing the multiplication of mixed and whole fractions without simplifying the results. It is a specialized set of exercises within a broader unit on fraction multiplication. The exercises require students to compute the product of given fractions and identify or select the correct result from a set of options. Students multiply fractions involving both numerators and denominators and whole numbers interacting with fractions. The answers should be given in their unsimplified forms, providing learners the opportunity to strengthen their multiplication skills and initial understanding of fraction interactions.more
This math topic focuses on the skill of multiplying mixed numbers by whole numbers without simplifying the result. The problems, framed in a quiz format, require multiplying various mixed and improper fractions with whole numbers. Each question offers multiple answer choices, all involving basic arithmetic operations but primarily centering on fraction multiplication. These exercises help in understanding the multiplication of different types of fractions and whole numbers, emphasizing calculation without simplifying the results.more
This math topic focuses on multiplying improper fractions and simplifying the results. It hones the ability to handle and simplify fractions, including the conversion of answers to their simplest form. Each problem provides a set of multiple-choice answers, aiding in understanding and verifying the correct multiplication and simplification of the given fractions. The questions cover a variety of fraction combinations to ensure a comprehensive practice on this specific aspect of fraction arithmetic.more
This math topic focuses on improving skills in multiplying improper fractions. Each question requires participants to multiply two given fractions and simplify the result. It enhances understanding of fraction manipulation and simplification, testing the ability to operate with fractional numbers that are larger than one. Additionally, multiple-choice answer options are provided to test comprehension and to allow learners to verify their calculations. This is framed within a broader introduction to fraction multiplication.more
This math topic focuses on practicing the multiplication of improper fractions without simplifying the results. The problems involve multiplying various pairs of improper fractions, and the goal is to compute the product correctly, leaving it in an unsimplified form. Participants are provided with multiple-answer choices for each multiplication problem to select from. The emphasis is on understanding and applying the procedure of fraction multiplication rules accurately without reducing the final fraction to its simplest form.more
This math topic focuses on the skill of multiplying fractions, specifically with improper fractions. Each problem consists of multiplying two fractions and then simplifying the result. The problems gradually increase in complexity, challenging students to apply and reinforce their fraction multiplication skills effectively. Various options are presented for each problem, requiring students to identify the correct simplified product from multiple choices. This topic is part of a broader unit introducing fraction multiplication, offering foundational knowledge in handling fractions in mathematical operations. more
This math topic focuses on multiplying improper fractions by whole numbers and simplifying the results. It is designed to strengthen skills in fraction multiplication involving improper fractions, ensuring understanding in breaking down these expressions and effectively finding the simplest form. This theme offers a varied set of problems to test and enforce students' ability to handle fractional calculations in different scenarios.more
This topic focuses on practicing multiplication of improper fractions by whole numbers without simplifying the results. It is designed for learners to understand and apply the procedure of multiplying an integer by an improper fraction, like \( \frac{8}{3} \times 2 \), and then leaving the resulting product in its unsimplified form, such as \( \frac{16}{3} \). The problems vary in difficulty but consistently reinforce the concept of performing the mathematical operation accurately while postponing the simplification process.more
This math topic focuses on practicing the multiplication of improper fractions without simplifying the result. It is designed as an entry-level activity within a broader unit on fraction multiplication. The problems presented involve multiplying pairs of fractions and selecting the correct product from multiple choice answers. The emphasis is on performing multiplication and recognizing the unsimplified outcome, thereby reinforcing an understanding of the process rather than simplification skills. Each question features a selection of possible answers, enhancing decision-making abilities in recognizing correctly multiplied fractions.more
This math topic involves practicing the multiplication of improper fractions by whole numbers. The problems require participants to compute products and simplify the results. Through a series of questions, users are presented with various numeric scenarios to multiply improper fractions by integers, portraying the essential skills in dealing with fraction and integration multiplication. Each question includes multiple-choice answers, highlighting the focus on ensuring mastery of the process and outcome of multiplying fractions in both numerical interpretation and simplification.more
This math topic focuses on practicing multiplication of improper fractions by whole numbers. Problems require the students to multiply an improper fraction (a numerator larger than the denominator) with a whole number and then simplify the resulting fraction to its simplest form. Each problem gives multiple answers, and the student is likely expected to choose the correct simplified form from the options provided. This skill is foundational in handling more complex operations involving fractions in algebra.more
This math topic focuses on multiplying improper fractions by whole numbers without simplifying the results. It's a part of a broader introduction to fraction multiplication. Each problem provides a mathematical expression involving the multiplication of an improper fraction (where the numerator is greater than the denominator) by a whole number. Learners are presented with multiple potential answers, and they must select the correct product without reducing it to its simplest form. This helps build an understanding of fraction multiplication in its initial, unsimplified state.more
This math topic focuses on the skill of multiplying improper fractions with whole numbers without simplifying the results. It's intended as an introductory exercise to fraction multiplication, designed for learners to practice the mechanical process of multiplying numerators with whole numbers and understanding the structure of the resulting product without dealing with the additional step of simplification. This helps solidify foundational knowledge before moving onto more complex fraction operations.more
This math topic practices basic fraction multiplication skills. Students are given various fractions to multiply and are required to simplify their answers. Each question provides a set of potential answers, and students need to select the correct simplified product. The problems have diverse difficulty levels and involve multiplying fractions by other fractions, introducing fundamental skills necessary for operations with fractions in algebra.more
This math topic focuses on the fundamental skill of fraction multiplication, aimed at beginner level students. It involves the multiplication of fractions and requires the learner to simplify the results. The problems are structured with multiple-choice answers, challenging students to find the correct simplified product of two given fractions. The exercise is designed to reinforce understanding of fraction multiplication concepts and enhance the ability to simplify fractions efficiently. This topic is part of an introductory unit on fraction multiplication.more
This math topic focuses on the basic skills of multiplying fractions and simplifying the results. It delves into various problems revolving around multiplying two fractions together for different numerical and hypothetical scenarios, followed by simplifying the products to their simplest terms. It is an introductory level practice aimed at establishing foundational concepts and solidifying the learner's understanding of fraction multiplication. The problems include both numerical data for direct computation and multiple-choice answers to select the correct simplified form.more
This math topic focuses on practicing the multiplication of fractions without simplifying the results. It is designed as an introduction to fraction multiplication. The exercises involve multiplying various pairs of fractions, and students are provided with multiple choice answers to select from, which include the correct unsimplified product of the fractions. Each question tests the ability to multiply two fractions and understand the initial product before any simplification or reduction is applied, reinforcing fundamental fraction multiplication skills.more
This math topic focuses on the skill of fraction multiplication without simplifying the results. Specifically, it teaches how to multiply two fractions and write the product as another fraction without reducing it to its simplest form. Each question is set up to test the understanding of multiplying the numerators together to form the new numerator and the denominators together to form the new denominator, with multiple choice answers provided for selection. This forms part of an introductory unit on fraction multiplication.more
This math topic focuses on practicing the multiplication of fractions without simplifying the results. It introduces students to the concept of multiplying two fractions and writing the product without reducing it to its simplest form. The questions are structured to provide practice with variety in terms of the numerators and denominators of the fractions involved. Along with calculation practice, the topic also includes multiple-choice questions with various answer options, helping to reinforce the concept by testing the student's ability to identify the correct unsimplified product of two fractions.more
This math topic focuses on multiplying simple fractions by whole numbers, which is part of an introductory unit on fraction multiplication. Students are presented with problems that involve the multiplication of a fraction by a whole number, and they are required to simplify the result. Each question provides multiple-choice answers, encouraging practice in both multiplication and simplification of fractions. This set of exercises is designed to enhance students' abilities in handling basic operations with fractions, specifically multiplication involving whole numbers.more
This math topic focuses on the skill of multiplying fractions by whole numbers. It includes problems that require simplifying the products of fractions and integers, enhancing learners' understanding of fraction multiplication. The problems are set at a fundamental level within the broader unit of introduction to fraction multiplication. Each exercise presents a fraction multiplied by a whole number with multiple-choice answers, aiming to develop proficiency in basic fraction calculations.more
This math topic focuses on the skill of multiplying fractions by whole numbers and simplifying the results. It is designed as an introductory level practice, part of a broader unit on fraction multiplication. The problems provided require students to perform simple multiplications where a fraction is multiplied by a whole number, and then the students are expected to simplify their answers. Each question offers multiple choices to foster understanding and test knowledge of fraction multiplication fundamentals.more
This math topic focuses on practicing fraction multiplication involving simple fractions and whole numbers without simplifying the final answers. It is part of a broader introductory unit on fraction multiplication. Each question provides a multiplication problem where a fraction (displayed visually using LaTeX expressions) is multiplied by a whole number. Multiple answer choices are given, also represented in LaTeX. This practice aims to strengthen basic fraction multiplication skills and understanding before moving on to simplification techniques.more
This math topic covers the skill of multiplying fractions by whole numbers, without simplifying the results. It seems to provide a range of problems where learners practice calculating the product of simple fractions and integers, verifying their answers against multiple choices given. The topic comes under an introductory unit on fraction multiplication, likely aimed at building foundational understanding before advancing to more complex fraction operations. Participants are exposed to several examples and are likely expected to reinforce learning through iterative practice.more
This math topic focuses on multiplying fractions by whole numbers without simplifying the results, designed for beginners in fraction multiplication. It includes a series of questions where students are presented with expressions involving a fraction multiplied by a whole number. For each problem, several answer choices are given, rendered as LaTex expressions. This theme is part of a broader introduction to fraction multiplication. The overall goal is for students to practice the initial computational steps of fraction multiplication, steadily building a foundation before moving on to simplifying results.more