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aaronbud590 aaronbud590
wrote...
Posts: 359
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6 years ago
What is the primary reason to teach and use Scientific Notation?
 
  a) Convenient way to represent very large or small numbers.
   b) A number is changed to be the product of a number greater or equal to 1 or less than
  10 multiplied by a power of 10.
  c) Easiest way to convey the value of numbers in different contexts.
  d) To determined by the level of precision appropriate for that situation.

Question 2...

Discuss the challenges of using number lines and counters to teach about magnitude and direction of integers.
 
  What will be an ideal response?

Question 3...

Learning about exponents can be problematic. These are common misconceptions EXCEPT:
 
  a) Think of the two values as factors.
   b) Hear five three times and think multiplication.
   c) Write the equation as 5 x 3 rather than 5 x 5 x 5.
   d) Use repeated addition versus multiplication.

Question 4...

Describe a learning experience that can introduce students to irrational numbers.
 
  What will be an ideal response?

Question 5...

Identify the example of an irrational number.
 
  a) 3.5
  b) 2
  c)
  d) 1/2
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3 Replies

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Replies
wrote...
6 years ago
{Ans. #1}

a

{Ans. #2}

One challenge for students is not connecting the visual representation to the equation. This can be addressed by having student model with counters and or number lines and record each step with an equation.
Another challenge is doing these problems without a context. If students can think about what is happening with the counters or number line as temperature changing or money amounts fluctuating it provides a real-world context for the operations.

{Ans. #3}

d

{Ans. #4}

Students can be given multilink cubes and asked to create larger cubes with certain requested volumes, all perfect cube numbers, such as 125. Through experimentation, they will determine the length of the sides of the cube to be five units. They will then be told that 5 is what is called the cube root of 125, and they will be asked for ideas why it has this name. This will help them make the connection between squaring numbers and taking the square root, and cubing numbers and taking the cube root.

{Ans. #5}

d
aaronbud590 Author
wrote...
6 years ago
All correct!
wrote...
6 years ago
Happy to help
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