Practice converting units of measurement and reading data from a table. Young learners study a conversion table at the top of the page, and use the information about converting units of capacity (ounces, cups, quarts, etc.) to solve the...

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...

These fractions need to be converted to decimals, but no calculator is needed. Scholars examine two examples which explain the process briefly before completing 16 fractions with denominators of either 10 or 100. For the next section...

As you introduce coordinate graphs to scholars, be sure to use guided worksheets like this one. Using an example for guidance, they write the coordinates of five points on a graph, each distinguished as a shape symbol. Next, scholars do...

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...

For beginning point plotters, these graphs give a good introduction. They examine a graph with shapes drawn onto it and each vertex labeled. There are 20 total, and scholars write the coordinates of each labeled point. All of these are...

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...

Skip count along the mushrooms to complete these number sentences which give young scholars an introductory look at addition and subtraction. Starting from five double-digit numbers, they subtract or add by threes, fours, and fives to...

Three-dimensional shapes can be categorized based on their attributes, and scholars learn more about six figures through this sorting activity. They examine six shapes: sphere, cylinder, cone, cube, prism, and pyramid....

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...

There is a step-by-step example here to help young multipliers solve 12 equations, all of which have one 2-digit and one 1-digit factor. The method displayed encourages breaking the two-digit number into tens and ones, multiplying each...

These dinosaurs act like math machines as scholars practice their division skills. Each one has a given division function to apply to four incoming dividends. Pupils complete the equations, writing in the quotient for each. There...

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...

What happens when a number doesn't divide evenly? Introduce scholars to remainders as they practice with these division problems. First, they answer 15 horizontally aligned equations, many of which include remainders. Next, they complete...

Dividing single-digit numbers by triple-digit dividends is a great drill for long division skills. Each of these has a remainder, and there is an example to demonstrate this step-by-step process. There are 12 problems total, and scholars...

Could your fourth graders use a little more practice solving division problems with remainders? Use this comprehensive math worksheet, which contains three sections of division problems. The first section presents the problems in...

Fourth graders who are learning about long division use a worksheet to gain practice in solving problems that have remainders. They practice using remainders in the form of fractions, and in the form of units. There are 12 problems to...

As math scholars begin taking on more complex division problems, it's time to cover the different ways to show remainders. Here, they complete eight long-division equations with a fraction remainder and then eight more with a unit...

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...

Practice division with remainders with these 16 equations, each of which has two-digit dividends and one-digit divisors. All of these have remainders and two example problems demonstrate the steps required to solve. Approach this skill...

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...

Show scholars that if they can do long division, they can divide numbers with decimals in them. There are 12 problems in this set; each dividend is a decimal to the hundredths place, while each divisor is a single-digit number. You may...

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...