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Which of the following is a correct definition of a nonzero integer power of b?
Which of the following is a correct definition of a nonzero integer power of b?
- b^n = b raised to the power of n
- b^n = b multiplied by n
- b^n = n factors of b (correct)
- b^n = n times b
What happens when n = 0 in the definition of a nonzero integer power of b?
What happens when n = 0 in the definition of a nonzero integer power of b?
- b^n equals b
- b^n equals 0
- b^n is undefined (correct)
- b^n equals 1
What is the assumption made throughout this section regarding the value of b?
What is the assumption made throughout this section regarding the value of b?
- b is greater than 0 (correct)
- b is negative
- b is equal to 0
- b is imaginary
Which of the following methods is used to define irrational powers of b?
Which of the following methods is used to define irrational powers of b?
What is the purpose of defining irrational powers of b using successive approximation?
What is the purpose of defining irrational powers of b using successive approximation?
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