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Preview of Grade 6 Percents Quizzes 3 – Adding and Subtracting with Percents

Grade 6 Percents Quizzes 3 – Adding and Subtracting with Percents

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in adding and subtracting with percents. This is a useful skill in many different situations. For example, Caleb scored 15 points in the basketball game Saturday, and 20% more points in the game Tuesday. How many points did Caleb score Tuesday? This is a percent problem that we solve by multiplying. First, what is 20% of 15? 15 x 20/100. Remembering that 15 can be written as 15/1,
Preview of Grade 6 Percents Combination Quiz 2 – Comparing Fractions and Adding/Subtracting

Grade 6 Percents Combination Quiz 2 – Comparing Fractions and Adding/Subtracting

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in understanding how to compare fractions using percents and add and subtract with percents. The quizzes include questions on comparing fractions with percents. Often, it can be hard to see, just by looking at two fractions, which is greater. For example, which fraction is greater: 17/29 or 3/5? By converting each fraction to a percent, we can tell. 17/29 = 58.62%. 3/5 = 60%.
Preview of Grade 6 Percents Combination Quiz 1 – Calculating Percents & Comparing Fractions

Grade 6 Percents Combination Quiz 1 – Calculating Percents & Comparing Fractions

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in understanding how to calculate percents and to compare fractions using percents. The quizzes include two different ways to calculate percents. One way is to cross-multiply, as in: 14/39 = X/100. Cross-multiplying results in the equation 39X = 1400. Dividing both sides by 39, X = 35.8974, which can be rounded to 35.9%. A second way is simply dividing the fraction (possibly usin
Preview of Percents, Fractions & Decimals: Relating Equivalent Forms (iPad friendly too)

Percents, Fractions & Decimals: Relating Equivalent Forms (iPad friendly too)

Created by
MathyCathy
Notes, examples, practice and quizzes all in one spot! Included in this document are notes and examples to guide students through these very foundational conversions, a practice sheet to help students remember basic "benchmarks", and two different versions of a quiz, as well as a blank quiz copy for you to create as you wish. Different conversion-types have been coded with clip art to help students remember them, and the clip-art follows consistently on all quizzes to help students. Colorful
Preview of Grade 6 Percents Quizzes 1 – Calculating Percents

Grade 6 Percents Quizzes 1 – Calculating Percents

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in understanding how to calculate percents from ratios or fractions. The quizzes include two different ways to calculate percents. One way is to cross-multiply, as in: 14/39 = X/100. Cross-multiplying results in the equation 39X = 1400. Dividing both sides by 39, X = 35.8974, which can be rounded to 35.9%. A second way is simply dividing the fraction (possibly using a calculator)
Preview of Grade 6 Percents Worksheet 5 – Adding and Subtracting with Percents

Grade 6 Percents Worksheet 5 – Adding and Subtracting with Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice adding and subtracting with percents. This is a useful skill in many different situations. For example, Pirates Pizza Palace raised the price of a large supreme pizza by 15%. If the original price was $12.00, what is the new price? This is a percent problem that we solve by multiplying. First, add 15 + 100 = 115. 12 x 115% is 12 x 115/100. Remembering that 12 can be written as 12/1,
Preview of Grade 6 Percents Quizzes 2 – Comparing Fractions with Percents

Grade 6 Percents Quizzes 2 – Comparing Fractions with Percents

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in understanding how to compare fractions using percents. Converting fractions to percents is a great way to see which fraction is greater. For example, consider the fractions 5/8 and 3/5. Which fraction is greater? 5/8 converts to 62.5%. 3/5 converts to 60%. 5/8 is greater! To use the Google Form quizzes, you must have an account with Google Classroom. 6.RP.A.3 Percents
Preview of Valentine's Day Math Project: Percents, Discounts, Tax & Tips Activity

Valentine's Day Math Project: Percents, Discounts, Tax & Tips Activity

Looking for a Real World Valentine's Day Math Activity? This engaging Shopping Project helps middle school students master Percents, Discounts, Sales Tax, and Tips through a fun, hands-on simulation! Transform your classroom into "Cupid's Gift Shop" where students shop for roses, chocolates, and dinner dates while sticking to a budget. Stop the "When will I use this?" questions! This No-Prep activity brings math to life. Instead of boring drills, students use a realistic Gift Shop Menu and
Preview of Grade 6 Factors Quizzes – Prime Factors and Greatest Common Factor

Grade 6 Factors Quizzes – Prime Factors and Greatest Common Factor

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in finding the prime factors of numbers and the greatest common factor of two numbers. The prime factors of numbers are the prime numbers that can be multiplied to make a nonprime number. For example, the prime factors of 132 are 2, 2, 3, and 11. That is because 2 x 2 x 3 x 11 = 132, and 2, 3, and 11 are all prime; they cannot be divided further. Divisibility rules let us see wheth
Preview of "Mathematics Quiz Pro: Problem Solving, True/False & Bonus Challenges 200+ Ques

"Mathematics Quiz Pro: Problem Solving, True/False & Bonus Challenges 200+ Ques

"Math Mastery: The Ultimate Math Quiz Book" is the perfect tool to test and strengthen your mathematical skills! From basic arithmetic and algebra to advanced topics like calculus, geometry, and statistics, this quiz book offers a comprehensive review of key mathematical concepts. With 30 questions per section—10 easy, 10 medium, and 10 hard— "Math Mastery" is designed to challenge learners at all levels. Whether you're preparing for exams, reviewing concepts, or just looking to enhance your mat
Preview of Grade 6 Ratios Coordinate Plane Quiz 1 - Planes, Rate Tables, and Constant Rate

Grade 6 Ratios Coordinate Plane Quiz 1 - Planes, Rate Tables, and Constant Rate

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in understanding how to work with ratios, constant rate, rate tables, and the coordinate plane. Coordinate planes and rate tables are great ways to show ratios. In a coordinate plane, one dimension shows one side of the ratio and the other shows the second side. In a rate table, there are two rows - one for each side of the ratio. A constant rate is when one variable changes by
Preview of Grade 6 Fractions Quizzes 3 – Multiplying and Dividing Fractions

Grade 6 Fractions Quizzes 3 – Multiplying and Dividing Fractions

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in multiplying and dividing fractions. Multiplying fractions is easy – just multiply the numerators and the denominators. For example, consider 4/5 x 2/3. The numerators are 4 and 2. 4 x 2 = 8. The denominators are 5 and 3. 5 x 3 = 15. 4/5 x 2/3 = 8/15. Dividing fractions is closely related to multiplying them, since division and multiplication are inverse operations. The easiest
Preview of Grade 6 Fractions Quizzes 2 – Adding and Subtracting Fractions

Grade 6 Fractions Quizzes 2 – Adding and Subtracting Fractions

This includes three Google Form Quizzes and three printable PDF quizzes you can use to check your students’ skill in adding and subtracting fractions with different denominators. It’s easy to subtract 7/15 – 1/15. Since the fractions have the same denominator, we just subtract the numerators; 7 – 1 = 6, so 7/15 – 1/15 = 6/15 (simplified to 2/5.) But how do you subtract 7/15 – 1/20? To do that, we need to convert both 7/15 and 1/20 to equivalent fractions that have the same denominator (wh
Preview of Grade 6 Percents Combo Worksheet 2 – Adding and Subtracting with Percents

Grade 6 Percents Combo Worksheet 2 – Adding and Subtracting with Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice adding and subtracting with percents. This is a very useful skill in the real world. For example, suppose the Beach Boutique had a 20% discount on all jet ski rentals. The regular cost of a jet ski rental is $120 per hour. What is the discounted price? This is a percent problem that we solve with multiplication. First, subtract 100 – 20 = 80%. Now we multiply 80 percent times 120. Re
Preview of Grade 6 Percents Combo Worksheet 1 – Calculating and Comparing with Percents

Grade 6 Percents Combo Worksheet 1 – Calculating and Comparing with Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice three different kinds of percent problems. The three different kinds are: 1) Calculating percents by cross-multiplying 2) Calculating percents by dividing and then multiplying the result times 100 3) Comparing fractions using percents. This worksheet contains 11 problems, including three different problems that are done for the students. It has the same types of problems found in my
Preview of Grade 6 Percents Worksheet 6 – Word Problems Adding & Subtracting with Percents

Grade 6 Percents Worksheet 6 – Word Problems Adding & Subtracting with Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice solving word problems by adding and subtracting with percents. This is a useful skill in many different situations. For example, Dustin rode his motorcycle 25 miles on Saturday, and 12 percent more than that on Sunday. How many miles did he ride on Sunday? This is a percent problem that we solve by multiplying. First, we add 12 to 100 to get 112 percent. Now we multiply 112 percent t
Preview of Grade 6 Percents Guided Notes 4 – Adding and Subtracting with Percents

Grade 6 Percents Guided Notes 4 – Adding and Subtracting with Percents

Use this Guided Notes document, in either Google Sheets online form or printable PDF, to help teach your students how to add and subtract using percents. This is a useful skill in many different situations. For example, Caleb scored 15 points in the basketball game Saturday, and 20% more points in the game Tuesday. How many points did Caleb score Tuesday? This is a percent problem that we solve by multiplying. First, what is 20% of 15? 15 x 20/100. Remembering that 15 can be written as 15/1, w
Preview of Seriously Sticky Christmas and Holiday Break Math Problems

Seriously Sticky Christmas and Holiday Break Math Problems

Created by
Mathorelli
This packet features several simple, but rigorous Christmas math and holiday math problems perfect for keeping students’ wheels turning around the winter break. All problems can be solved using basic math skills, but they are sure to challenge even your best students. Opportunities are present for algebraic representation and solutions will vary. The enclosed problems increase in difficulty. There is something for everyone. Most appropriate for grades 5 and up, but a few of the problems may be
Preview of Grade 6 Percents Worksheet 4 - Comparing Fractions Word Problems

Grade 6 Percents Worksheet 4 - Comparing Fractions Word Problems

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice using percents to compare fractions in word problems. In these problems, students are looking at two different fractions from real-world situations. For example, let’s say 14 out of 37 reptiles at the Hampton Zoo are lizards. 22 out of 54 reptiles at the Hudson Zoo are lizards. Which zoo has a higher percentage of lizards? 14/37
Preview of Grade 6 Percents Worksheet 3 - Comparing Fractions Using Percents

Grade 6 Percents Worksheet 3 - Comparing Fractions Using Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice using percents to compare fractions. A fraction is a type of ratio that represents part of a whole. However, it can be hard to tell, just from looking, which fraction is greater. Look at these two: 15/22 7/10Converting each fraction to a percent makes it easy. For the first fraction, we can set up the election 15/22 = X/100. Cross-mul
Preview of Grade 6 Percents Guided Notes 3

Grade 6 Percents Guided Notes 3

Use this Guided Notes document, in either Google Sheets online form or printable PDF, to help teach your students how to use percents to compare fractions. A fraction is a type of ratio that represents part of a whole. A real-world example might show the fraction of students who play in the Westville Middle School band. If there are 360 students in the school, and 54 play in the band, the fraction is 54/360, simplified to 3/20. Now, let’s compare the students who play in the band at Westvil
Preview of Grade 6 Percents Worksheet 2 - Calculating Percents with Rounding

Grade 6 Percents Worksheet 2 - Calculating Percents with Rounding

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice calculating percents with rounding. In Grade 6 Percents Guided Notes 1, students learned how to calculate percents from ratios in two different ways: by setting up a proportion and cross-multiplying, and by dividing the ratio and then multiplying the result times 100. In Grade 6 Percents Guided Notes 2 and this worksheet, the answers all have non-terminating decimals, which means they
Preview of Grade 6 Percents Worksheet 1 - Calculating Percents

Grade 6 Percents Worksheet 1 - Calculating Percents

This includes both a Google Sheets online worksheet and a printable PDF that your students can use to practice calculating percents. In Grade 6 Percents Guided Notes 1, the students learn two different methods for calculating percents. The first method uses a proportion in which one of the ratios has a denominator of 100; for example, 13/20=X/100. The student solves this problem by cross-multiplying, creating the equation 20X=1300. Dividing both sides by 20, X = 65; 13/20= 65 percent. In the
Preview of Find the Missing Facts from the Fact Families 3.OA.A.4 TEKS 3.5D

Find the Missing Facts from the Fact Families 3.OA.A.4 TEKS 3.5D

Created by
Arisen Phoenix
On this formative assessment, there are 21 problems in which students are given 3 out 4 members of a multiplication/division fact family. The student needs to provide the fourth member. Answer key and black-and-white version are provided. Use them as is, or for an even better, FREE interactive version with autograding, click this LINK and create an account. This activity assesses the third grade Common Core skill 3.OA.A.4 and TEKS 3.5D. Thanks for your support!
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