Rules are given for two games designed to help students learn the multiplication facts. (MK)

A study to determine if "random" or "careless" errors in multiplication made by individual students take on discernible patterns is described. Implications for teaching are discussed. (MK)

Masters to be removed and copied are given. The worksheets are designed to reinforce computational skills and the concepts of largest or smallest numbers, as well as to provide practice is using a straightedge. (MK)

The study investigated differences in skill achievement with multiplication basic facts when a modified game required determination of two basic facts each time a game piece was played, while the standard game required the determination of only one basic fact. The data indicated no differences between treatments. (MK)

Discusses a number series made from the multiplication of numbers to digits. Presents a number series for diverse multiplication numbers. (YP)

Describes a teaching experiment examining the possibility of the redefinition of a multiplication problem from a problem of remembering, to a problem of figuring out why arithmetic rules make sense. (YP)

Describes two studies that analyzed the impact of problem type on the understanding of commutativity of multiplication of (n=20) children ages 8-10. The concept seemed poorly understood, but the children did significantly better in the context of rotation than of rearrangement of elements. (Author/MKR)

The effects of generating versus reading the answers to multiplication problems were studied with 28 2nd graders who had not yet been taught multiplication. Results are explained in terms of a procedural account of the advantage after retention interval for generation. Instructional applications are discussed. (SLD)

This study evaluated the effectiveness of the constant time delay procedure, while comparing the efficiency of using teacher-selected and student-selected material prompts, in teaching multiplication facts to 4 male students with learning disabilities (ages 9 to 13). Results indicated that the time delay procedure was most efficient when students…

Examines adults from China and Canada solving single-digit multiplication problems. Reports that Chinese adults were faster and made fewer errors than Canadian adults, and Chinese adults made more errors that reflect verbal-production processes that may occur after retrieval whereas Canadian adults made more errors that reflect retrieval…

This article makes the case for an alternative type of mathematics instruction for students with disabilities using multiplication. It explains how educators can skip addition and subtraction in computation instruction and start with multiplication by controlling for two elements: counting through 10 and place value. Word problems are also…

Discusses an attempt to promote the development of prospective elementary teachers' own subject-matter knowledge of the division of fractions as well as their awareness of nature and likely sources of related common misconceptions held by children. Indicates that before the described mathematics methods course, most participants knew how to divide…

Examined development of multiplication skills in 8- to 12-year-olds taught by discovery methods. Found a general shift away from less effective strategies across ages 8 to 12, but by 11 years, relatively few used the most effective strategy of retrieval for all operands. Effective strategy development was related to nonverbal reasoning ability and…

A four-day exploration of mathematics provides a learning opportunity for students to practice number sense, multiplication and division skills. The students designed the gardening theme to explore the topic of multiplication using the array model, and see the application of mathematics to their everyday life.

This study demonstrates that the learning channel intervention, utilizing a continuous assessment system, enabled 3 students with special needs to build and generalize fluency in multiplication facts. This study contrasts generalization of 2 learning channels--"see-say" and "hear-say"--to see if either of the 2 channels has an advantage over the…