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Answer :
To write the expression [tex]\(5 \cdot 5 \cdot 5 \cdot 5\)[/tex] in exponential notation, we need to determine the base number and how many times it is used as a factor.
1. Identify the Base:
- The repeated number in the multiplication is 5. This means the base of our exponential notation is 5.
2. Count the Factors:
- Since the number 5 is multiplied by itself a total of four times, the exponent will be 4.
Therefore, the expression [tex]\(5 \cdot 5 \cdot 5 \cdot 5\)[/tex] can be written in exponential notation as [tex]\(5^4\)[/tex].
The other choices in the question are:
- 625 (which is the value of [tex]\(5^4\)[/tex], but not the exponential notation itself)
- [tex]\(4^5\)[/tex] (which is not the correct base or exponent)
- [tex]\(5^3\)[/tex] (which indicates three factors of 5, not four)
Thus, the correct answer in exponential notation is [tex]\(\boxed{5^4}\)[/tex].
1. Identify the Base:
- The repeated number in the multiplication is 5. This means the base of our exponential notation is 5.
2. Count the Factors:
- Since the number 5 is multiplied by itself a total of four times, the exponent will be 4.
Therefore, the expression [tex]\(5 \cdot 5 \cdot 5 \cdot 5\)[/tex] can be written in exponential notation as [tex]\(5^4\)[/tex].
The other choices in the question are:
- 625 (which is the value of [tex]\(5^4\)[/tex], but not the exponential notation itself)
- [tex]\(4^5\)[/tex] (which is not the correct base or exponent)
- [tex]\(5^3\)[/tex] (which indicates three factors of 5, not four)
Thus, the correct answer in exponential notation is [tex]\(\boxed{5^4}\)[/tex].
Thank you for reading the article Write tex 5 cdot 5 cdot 5 cdot 5 tex in exponential notation A 625 B tex 4 5 tex C tex 5 3 tex. We hope the information provided is useful and helps you understand this topic better. Feel free to explore more helpful content on our website!
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