Multiplying 11 (A)

Visualize multiplication facts using rectangular arrays. Scholars multiply single-digit factors by five and represent each number sentence using sets of dots. They circle the groups of five and fill in missing parts of the equations....

Teach children how to make a multiplication table, and they'll be multiplying for life. Following this series of steps, young mathematicians learn to use patterns and the relationships between numbers to create their very own...

It's no secret that learning their multiplication facts can be a struggle for many young mathematicians. Help make the process a little easier with this collection of multiplication tips and tricks.

Provide families with the guidance needed to support their child's proficiency in multiplying numbers. Three pages offer detailed descriptions and labeled examples.  

Third graders explore how to multiply mentally. In this multiplication lesson, 3rd graders participate in a multiplication flash card drill and are given strategies to multiply mentally. Students apply the strategy of multiplying the...

How quickly can your third graders recite their eight times table? Help them with their mental math by focusing on multiplying by eight. After completing six number sequences, pupils solve word problems and multiplication sentences. A...

Once young mathematicians understand how easy it is to multiply and divide by 10, they'll be hooked! They complete four sections of 12 problems each, all involving this skill. First, scholars find the product of various whole numbers...

Although this set of 16 word problems aren't the most riveting, they give clear practice opportunities for learners to solve missing factor and dividend problems. Each scenario is only a sentence or two, and some don't even involve...

Third graders demonstrate how to multiply mentally. In this multiplication computation instructional activity, 3rd graders use flash cards to review multiplication facts and practice estimating the products. Students are taught a method...

Young mathematicians use pieces of paper that they have folded into fraction strips in order to visually see how fractions with different numerators and denominators can still be equivalent to each other. This is one of the more...