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Bibliotek

7.3.B.12 - Properties of Inequalities - Exit Ticket

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Sidst opdateret over 4 years ago
8 Spørgsmål
10
7.EE.4.b
10
7.EE.4.b
10
7.EE.4.b
10
7.EE.4.b
10
7.EE.4.b
10
7.EE.4.b
10
7.EE.4.b
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7.EE.4.b
From EngageNY.org of the New York State Education Department. Grade 7 Mathematics Module 3, Topic B, Lesson 12. Internet. Available from https://www.engageny.org/resource/grade-7-mathJmat...; accessed 06/Oct/2015.
Spørgsmål 1
1.

Given the initial inequality −4 < 7, state possible values for c that would satisfy the following inequalities. c (−4) < c (7)

Spørgsmål 2
2.

Given the initial inequality −4 < 7, state possible values for c that would satisfy the following inequalities. c (−4) > c (7)

Spørgsmål 3
3.

Given the initial inequality −4 < 7, state possible values for c that would satisfy the following inequalities. c (−4) = c (7)

Spørgsmål 4
4.

Given the initial inequality 2 > −4, identify which operation preserves the inequality symbol and which operation reverses the inequality symbol.Write the new inequality after the operation is performed. Multiply both sides by −2.

Spørgsmål 5
5.

Given the initial inequality 2 > −4, identify which operation preserves the inequality symbol and which operation reverses the inequality symbol.Write the new inequality after the operation is performed. Add −2 to both sides.

Spørgsmål 6
6.

Given the initial inequality 2 > −4, identify which operation preserves the inequality symbol and which operation reverses the inequality symbol.Write the new inequality after the operation is performed. Divide both sides by 2.

Spørgsmål 7
7.

Given the initial inequality 2 > −4, identify which operation preserves the inequality symbol and which operation reverses the inequality symbol.Write the new inequality after the operation is performed. Multiply both sides by −½

Spørgsmål 8
8.

Given the initial inequality 2 > −4, identify which operation preserves the inequality symbol and which operation reverses the inequality symbol.Write the new inequality after the operation is performed. Subtract −3 from both sides.