Which one is greater? Once young mathematicians understand the basics of fractions they can begin comparing them. In these practice problems they begin by examining 12 pairs of fractions and choosing the one that is greater. Next,...

Help mathematicians convert fractions to decimals and vice versa through these exercise sets. First, they write out nine fractions as decimals. This is really a practice in place value, as all the denominators here are 10. One of them...

Use conversions to practice multiplication and division with these measurement and money problems. First, scholars convert 12 measurements from centimeters to millimeters, using an example to help them understand the process. Next, they...

Money is always a source of interest for young mathematicians, so utilize their engagement by adding up coin values. For each set of coins (quarter, dime, nickel, and penny) scholars count up and write the total. The example has them...

By crossing out objects young mathematicians can begin comprehending subtraction concepts. They examine six sets, each including two types of shapes. Learners choose one shape to cross out, filling in the subtraction equation this way...

What is the place value of the digit 5? Explore decimals to the ten-thousandths place with these place value identification problems. For the first eight, pupils write down the place of a specific digit in various numbers. Next, scholars...

If you're looking for some guided division drills for third and fourth graders, you've found it! There are examples here to guide learners as they divide two-digit numbers by one-digit numbers, many of which have a remainder. The first...

Start simple as mathematicians begin long division with remainders. These 16 problems are in two sections with fraction remainders in the first eight and unit remainders in the second eight. Each problem has a single-digit divisor and...

Are there tricks to dividing by multiples of 10? All of these two-digit divisors are multiples of 10, and every dividend is a three-digit number. Young mathematicians solve the first eight using fraction remainders and the last eight...

Use counting cubes to help scholars comprehend basic division concepts. They examine stacks of blocks and are given the total number. Using this information, mathematicians fill in a division number sentence to determine how many blocks...

Assign these guided practice problems as young mathematicians first start learning long division with remainders. They can reference two examples if needed, and complete 20 on their own. The first 16 are formatted as long division and...

As mathematicians begin learning long division skills, use these guided problems to help get them some practice with remainders. There are 20 equations here, and each has been completed up to the point of finding a quotient. So, the...

Move that decimal up into the quotient! Mathematicians practice long division with three-digit dividends that have decimals to the hundredths place. All the divisors are single-digit numbers, and there are two examples demonstrating the...

Show young mathematicians how simple long division can be, even with three-digit dividends and remainders! They solve for the quotient in 13 practice problems, nine of which are written in long division format and the last four...

By rounding, scholars find that adding money amounts becomes a breeze! They round two and three-digit numbers (with decimals) in these addition problems to get approximate sums. For each, mathematicians write the new addition equation...

Explore place value through re-writing these two-digit numbers in expanded form. For example, 47 becomes 40 + 7. There is one example to model this, and scholars complete 14 more on their own. Be sure they understand this process as...

Complete these fact families; mathematicians use addition number sentences to write three more equations, all of which are members of the same fact family. There is an example here to guide them, and they solve for nine more number...

Finding factors is an integral aspect of multiplication. Although there are two examples here, they don't illustrate the process so you will still need to model this a few times for scholars. First, mathematicians list the factors for...

Finding factors requires practice and a logical system, so help scholars develop this skill with these problems. They write out the factor list for 9 two-digit numbers and then circle the factors from a list for four more numbers....

Young mathematicians may not love fractions, but do they love sandwiches? How about cake? Use this visual fractions activity to represent fractions in a relatable way. Scholars start by coloring segmented shapes to indicate halves and...

Which image has four fewer? There are three sets of objects here which introduce subtraction concepts to beginning mathematicians (although the word subtraction and its symbol do not show up here). They count the number of...

Voila! Young mathematicians become magicians as they turn fractions into decimals and decimals into fractions. They reference examples before completing 37 transformations on their own. The first 16 are fractions with a denominator of...

Help mathematicians understand the term of as a signal for multiplication when it comes to fractions. They complete 48 practice problems finding various fractions of whole numbers. They'll come across 1/2, 1/3, 1/4,...

Converting money is both practical and an excellent gateway into future math concepts, and scholars get plenty of practice here! There are four sections, each with 12 values for them to convert. First, they change cent values into...