Explore A - Lesson 5.6 Partial Partitions: Area Models
- Due No Due Date
- Points 0
Part 1
What portion of the whole is shaded?
How many areas is this square partitioned into?
- 4
Are these equal areas?
- yes
How many of the equal shares are shaded?
- one
What unit fraction would name the shaded area?
14
Why is the numerator 1?
- 1 of the parts is being considered.
Why is the denominator 4?
The whole has 4 equal sized parts.
How many of the shaded squares would it take to cover the whole?
- four
Part 2
Into how many areas is this square partitioned?
- 3
Are these equal areas?
- no
How many of the areas are shaded?
- one
Does the shaded area show a fraction of the square?
- yes
Is the fraction 13 of the whole?
- no, it takes more than three of the shaded squares to cover the whole.
How many of the shaded squares would it take to cover the whole?
- four
What unit fraction would name the shaded area?
14
Why would the unit fraction be14 and not
13if the shape isn't divided into four pieces?
Part 3
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Look at the square on the left.
Into how many areas is this square partitioned?
- 4
Are these equal areas?
- no
How many of the areas are shaded?
- one
Does the shaded area show a fraction of the square?
- yes
Is the fraction 14 of the whole?
- yes, it takes four of the shaded squares to cover the whole.
Part 4
Look at the circle on the right
Into how many areas is this circle partitioned?
- 5
Are these equal areas?
- no
How many of the areas are shaded?
- one
Does the shaded area show a fraction of the circle?
- yes
Is the fraction 15 of the whole?
- no, it takes less than five of the shaded regions to cover the whole.
How many of the shaded regions would it take to cover the whole?
- 4
What would be the unit fraction to represent the shaded region?
14