BackEvaluating Exponents quiz
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1/15BackSkip to main contentBackWhat does exponent notation represent in mathematics?
Exponent notation represents repeated multiplication of a base number by itself a certain number of times. In the expression 8^4, what is the base and what is the exponent?
The base is 8 and the exponent is 4. How would you verbally read the expression 8^4?
You would read it as 'eight to the fourth power.' What does the expression 7^2 mean and what is its value?
It means 7 multiplied by itself (7 × 7), which equals 49. What is the special term for an exponent of 2?
An exponent of 2 is called 'squared.' How do you expand 10^3 as a product and what is its value?
10^3 expands to 10 × 10 × 10, which equals 1,000. What is the special term for an exponent of 3?
An exponent of 3 is called 'cubed.' How do you evaluate 2^5 and what is the result?
Multiply 2 by itself five times (2 × 2 × 2 × 2 × 2), which equals 32. What does it mean if a number is written without an exponent?
It means the number has an implied exponent of 1. How do you evaluate (-2)^4 and what is the result?
Multiply -2 by itself four times; the result is positive 16. What is the value of (-3)^3 and why?
(-3)^3 equals -27 because multiplying three negative numbers results in a negative value. What happens when a negative number is raised to an even power?
The result is positive because the negatives pair off to make positives. What happens when a negative number is raised to an odd power?
The result is negative because there is one unpaired negative factor. What is the value of -5^2 and why is it different from (-5)^2?
-5^2 equals -25 because it means negative one times 5 squared, not negative five squared. Why is it important to pay attention to parentheses in exponential expressions with negatives?
Parentheses determine whether the negative is part of the base or just a factor, which affects the sign of the result.
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