Mental Math Grade 6 Teacher's Guide
Mental Math Grade 6 Teacher's Guide
Mental Math Grade 6 Teacher's Guide
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On the other hand, most students can benefit from the more difficult<br />
problems even if they know how to use the written algorithm to solve them.<br />
The emphasis here is on mental computation and on understanding the<br />
place-value logic involved in the algorithms. In other cases, as in<br />
multiplication by 5 (multiply by 10 and divide by 2), the skills involved are<br />
useful for numbers of all sizes.<br />
Practice and Reinforcement<br />
In general, it is the frequency rather than the<br />
length of practice that fosters retention. Thus<br />
daily, brief practices of 5-10 minutes are most likely<br />
to lead to success.<br />
In general, it is the frequency rather than the length of practice that fosters<br />
retention. Thus daily, brief practices of 5-10 minutes are most likely to lead<br />
to success. Once a strategy has been taught, it is important to reinforce it.<br />
The reinforcement or practice exercises should be varied in type, and focus<br />
as much on the discussion of how students obtained their answers as on<br />
the answers themselves.<br />
The selection of appropriate exercises for the reinforcement of each<br />
strategy is critical. The numbers should be ones for which the strategy<br />
being practiced most aptly applies and, in addition to lists of number<br />
expressions, the practice items should often include applications in<br />
contexts such as money, measurements and data displays. Exercises<br />
should be presented with both visual and oral prompts and the oral<br />
prompts that you give should expose students to a variety of linguistic<br />
descriptions for the operations. For example, 5 + 4 could be described as:<br />
• the sum of 5 and 4<br />
• 4 added to 5<br />
• 5 add 4<br />
• 5 plus 4<br />
• 4 more than 5<br />
• 5 and 4 etc.<br />
10 <strong>Mental</strong> <strong>Math</strong> – <strong>Grade</strong> 6