Evaluate exponential expressions that have negative bases

Evaluate Exponential Expression with Negative Base – Even Exponent

1 pts

volume_mute

Evaluate: \((-2)^4\)

-8

8

16

-16

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Correct Answer

Explanation

Evaluate Exponential Expression with Negative Base – Odd Exponent

1 pts

volume_mute

Evaluate: \((-5)^3\)

125

-125

-15

15

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Correct Answer

Explanation

Evaluate Negative One Raised to an Odd Power

1 pts

volume_mute

Evaluate: \((-1)^5\)

1

5

-5

-1

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Correct Answer

Explanation

Self Check – Negative Base to the Fourth Power

1 pts

volume_mute

Evaluate: \((-3)^4\)

-81

12

81

-12

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Correct Answer

Explanation

Self Check – Negative Base to the Third Power

1 pts

volume_mute

Evaluate: \((-4)^3\)

64

-64

-12

12

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Correct Answer

Explanation

Self Check – Negative One to the Seventh Power

1 pts

volume_mute

Evaluate: \((-1)^7\)

1

7

-7

-1

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Explanation

Evaluate: Opposite of a Square vs. Negative Base Squared

1 pts

volume_mute

Evaluate: \(-2^2\)

4

-4

2

-2

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Explanation

Self Check – Opposite of a Square

1 pts

volume_mute

Evaluate: \(-4^2\)

16

-8

-16

8

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Correct Answer

Explanation

Which Expressions Are Equal to 9?

2 pts

volume_mute

Select all expressions that evaluate to \(9\).

\((-3)^2\)

\(-3^2\)

\(3^2\)

\((-9)^1\)

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Correct Answer

Explanation

Identifying the Base of an Exponential Expression

1 pts

volume_mute

What is the base in the expression \(-7^3\)?

-7

7

-3

3

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Correct Answer

Explanation

Rule: Even Power of a Negative Integer

1 pts

When a negative integer is raised to an even power, the result is (1).

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Correct Answer

Explanation

Rule: Odd Power of a Negative Integer

1 pts

When a negative integer is raised to an odd power, the result is (1).

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Correct Answer

Explanation

Predict the Sign of a Negative Base Expression

1 pts

volume_mute

Without calculating, determine the sign of \((-6)^9\).

Positive, because 9 is odd

Negative, because 9 is odd

Positive, because the base is negative

Negative, because the base is negative

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Correct Answer

Explanation

Predict the Sign – Even Exponent

1 pts

volume_mute

Without calculating, determine the sign of \((-11)^6\).

Positive

Negative

Zero

Cannot be determined

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Correct Answer

Explanation

Classify the Results as Positive or Negative

2 pts

Classify each exponential expression by its sign (without evaluating).

drag and drop the selected option to the right place

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Explanation

Match the Expression to Its Value

2 pts

Match each exponential expression to its correct evaluated value.

\((-1)^4\) = (1)

\((-2)^3\) = (2)

\(-3^2\) = (3)

\((-3)^2\) = (4)

Please drag and drop the selected option in the right place or type it instead

-8

9

-9

1

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Correct Answer

Explanation

Comparing (-5)^2 and -5^2

1 pts

volume_mute

Which statement correctly describes the difference between \((-5)^2\) and \(-5^2\)?

Both equal 25

\((-5)^2 = 25\) and \(-5^2 = -25\)

\((-5)^2 = -25\) and \(-5^2 = 25\)

Both equal -25

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Correct Answer

Explanation

Complete the Steps to Evaluate \((-3)^4\)

1 pts

Fill in the missing value to complete the evaluation:

\((-3)^4 = (-3)(-3)(-3)(-3) = 9 \times\) (1) \(= 81\)

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Correct Answer

Explanation

Sort the Values from Least to Greatest

2 pts

Please drag and drop the options to sort them

Drag the expressions to arrange their evaluated values from least to greatest.

\((-1)^6\)

\((-2)^3\)

\((-2)^4\)

\((-3)^2\)

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Correct Answer

Explanation

Enter the Formula Equivalent of \((-4)^3\)

1 pts

Express \((-4)^3\) as a repeated multiplication and then give its value as a formula.

Write your answer as the evaluated result (a single integer).

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Evaluate Exponential Expression with Negative Base – Even Exponent

Correct Answer

Explanation

Evaluate Exponential Expression with Negative Base – Odd Exponent

Correct Answer

Explanation

Evaluate Negative One Raised to an Odd Power

Correct Answer

Explanation

Self Check – Negative Base to the Fourth Power

Correct Answer

Explanation

Self Check – Negative Base to the Third Power

Correct Answer

Explanation

Self Check – Negative One to the Seventh Power

Correct Answer

Explanation

Evaluate: Opposite of a Square vs. Negative Base Squared

Correct Answer

Explanation

Self Check – Opposite of a Square

Correct Answer

Explanation

Which Expressions Are Equal to 9?

Correct Answer

Explanation

Identifying the Base of an Exponential Expression

Correct Answer

Explanation

Rule: Even Power of a Negative Integer

Correct Answer

Explanation

Rule: Odd Power of a Negative Integer

Correct Answer

Explanation

Predict the Sign of a Negative Base Expression

Correct Answer

Explanation

Predict the Sign – Even Exponent

Correct Answer

Explanation

Classify the Results as Positive or Negative

drag and drop the selected option to the right place

Correct Answer

Explanation

Match the Expression to Its Value

Correct Answer

Explanation

Comparing (-5)^2 and -5^2

Correct Answer

Explanation

Complete the Steps to Evaluate \((-3)^4\)

Correct Answer

Explanation

Sort the Values from Least to Greatest

Correct Answer

Explanation

Enter the Formula Equivalent of \((-4)^3\)

Correct Answer

Explanation

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