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Mid Module 2 Review

Mid Module 2 Review

Assessment

Presentation

Mathematics

7th Grade

Medium

CCSS
3.OA.B.5, 6.NS.C.8, 7.NS.A.1C

+3

Standards-aligned

Used 10+ times

FREE Resource

5 Slides • 6 Questions

1

Mid Module 2 Review -- Common Mistakes

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2

Distance Formula |p - q|

  • Where students most commonly lost points:

    • Did not write the formula

    • Wrote the formula incorrectly - missing absolute value symbols

    • Wrote the formula incorrectly - added instead of subtracting endpoints

    • Wrote the formula incorrectly - used incorrect numbers. Remember, p and q represent the endpoints.

3

Multiple Choice

What is the distance formula?

1

p + q

2

p - q

3

|p + q|

4

|p - q|

4

Multiple Choice

What is the distance between -5 and 6?

1

10

2

-11

3

11

4

-10

5

"Change In"

  • This represents the amount by which a value changes

  • Can be positive OR negative

  • To accurately represent a negative dollar amount you need the correct sign, the units ($) and the correct number, including cents (if applicable)

6

Multiple Choice

Michael paid $5 each month for a streaming music subscription. What was the change in his account balance at the end of the year?

1

-5

2

60

3

-$60

4

$5

7

Real-World Scenarios

  • Follow the directions! Include the answer in your story!

  • Keep it short and to the point.

  • Use scenarios reviewed in class!

8

Multiple Choice

Which equation correctly models the following scenario? Lucy began exercising and lost 3 pounds each month for 5 months. She lost a total of 15 pounds after 5 months.

1

-3(5) = -15

2

3(-5) = -15

3

-3(-5) = 15

4

-3(5) = 15

9

Properties of Operations

  • Whenever possible, utilize various properties (Commutative, Associative etc.) to help make a problem easier

  • Multiplying by 10 helps because you are just adding a zero to the number being multiplied. Example: 34•10 = 340

  • If there is a number in the problem that you can multiply the fraction by that will eliminate the fraction, that is another great strategy. Example: 6 • 5/6 = 5

  • ​Split up mixed numbers into the integer and fractional parts.

    Example: -5 5/8 = -5 + (-5/8)

10

Multiple Choice

Which property is used below?

2 • (51/3) • 5 • 3 = 2 • 5 • (51/3) • 3

1

Commutative Property

2

Distributive Property

3

Additive Property

4

Multiplicative Identity Property

11

Open Ended

Why would we want to rearrange the order of the factors in this particular expression?

2 • (51/3) • 5 • 3 = 2 • 5 • (51/3) • 3

Mid Module 2 Review -- Common Mistakes

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