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In the first method, a formulation for the pipelined multiple constant multiplication problem is presented.
Just as proportional reasoning refers to more than the solving of proportions (Lamon, 2007, 2012), we use the term multiplicative thinking to refer to more than solving a multiplication problem.
Using the same table as in the multiplication problem, one can see that 8 produces the largest multiple of 28 that is less then 308 (for the entry at 16 is already 448), and 8 is checked off.
Thinking of a number as the product of two factors can require "backwards" thinking - you essentially must ask yourself, "what multiplication problem equals this number?" In our example, 12 has multiple factors - 12 × 1, 6 × 2, and 3 × 4 all equal 12. So, we can say that 12's factors are 1, 2, 3, 4, 6, and 12.
At one recent session, a fifth-grade girl was ready to give up on a multiplication problem because, she said, "I'm not that smart".
When Damian Ramsey enrolled at the University Park Campus School here six years ago as a seventh grader, he could barely read a fourth-grade textbook or tackle a basic multiplication problem.
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Signed-power-of-two terms are widely used in design automation algorithms for digital filter synthesis and optimization, linear transformation and other multiple constant multiplication problems.
The checks will test the pupils' speed and accuracy in solving multiplication problems, and will be scored instantly.
She recalled being "the bossy one," who'd make her brothers solve multiplication problems while they sock-skated across the living-room floor.
In mathematics, most had to use calculators or beads to solve multiplication problems in the hundreds, a skill that is a city standard for fifth graders, she said.
The most difficult multiplication problems — like 16 x 19, for instance — are hard, but not impossible, for more advanced students to solve.
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CEO of Professional Science Editing for Scientists @ prosciediting.com