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Cube and square equations

Cube and square equations

Assessment

Presentation

Mathematics

6th - 8th Grade

Practice Problem

Medium

Created by

Emily Girard

Used 1+ times

FREE Resource

3 Slides • 13 Questions

1

Fill in the Blank

Type answer...

2

Fill in the Blank

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3

Multiple Select

Select the TWO operations that are inverse operations of one another.

(You must select both of the correct answers to get this correct.)

1

Addition

2

Multiplication

3

Cube

4

Subtraction

4

Multiple Select

Select the TWO operations that are inverse operations of one another.

(You must select both of the correct answers to get this correct.)

1

Addition

2

Multiplication

3

Square root

4

Division

5

Multiple Select

Select the TWO operations that are inverse operations of one another.

(You must select both of the correct answers to get this correct.)

1

Square

2

Multiplication

3

Square root

4

Subtraction

6

Multiple Select

Select the TWO operations that are inverse operations of one another.

(You must select both of the correct answers to get this correct.)

1

Square root

2

Cube

3

Cube root

4

Multiplication

7

Multiple Choice

If you perform an operation on one side of an equation, you MUST do it to the other side to keep the equation balanced!

1

True

2

False

8

media

Review this equation and the steps that were taken to solve it.

9

Multiple Select

Which of the following is equal to 9?

SELECT ALL THAT APPLY.

1

(3)2\left(-3\right)^2

2

323^2

3

(32)-\left(3^2\right)

4

3(3)-3\cdot\left(-3\right)

10

media

Review this equation and the steps that were taken to solve it.

11

Multiple Choice

Which of the following is NOT equal to 27?

1

333^3

2

(3)3\left(-3\right)^3

3

3333\cdot3\cdot3

4

939\cdot3

12

Review this equation and the steps that were taken to solve it.

media

13

Multiple Select

Select the expressions that are equal to -27.

1

333^3

2

3333\cdot3\cdot3

3

(3)(3)(3)(-3)\cdot(-3)\cdot(-3)

4

(3)3\left(-3\right)^3

14

Multiple Choice

Select the true statement about finding roots of negative integers.

1

We can find square roots and cube roots of negative integers.

2

We can find square roots of negative numbers but we cannot find cube roots of negative numbers.

3

We can find cube roots of negative numbers but we cannot find square roots of negative numbers.

4

We cannot find square roots or cube roots of negative integers.

15

Fill in the Blank

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16

Draw

Use the space below to convince me that the square root of 25 is 5 OR -5.

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