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Answer :
To convert the number [tex]\(9.13 \times 10^6\)[/tex] from scientific notation to standard notation, you will follow these steps:
1. Identify the Base Number and Exponent:
- The base number here is 9.13.
- The exponent is 6, which indicates how many places to move the decimal point.
2. Moving the Decimal Point:
- Since the exponent is 6 and is positive, you need to move the decimal point 6 places to the right.
- Starting with 9.13, move the decimal six places right: 9130000.
3. Rewrite the Number in Standard Notation:
- After moving the decimal, you arrive at the number 9,130,000.
So, the number [tex]\(9.13 \times 10^6\)[/tex] in standard notation is [tex]\(9,130,000\)[/tex].
Therefore, the correct answer is b) [tex]$9,130,000$[/tex].
1. Identify the Base Number and Exponent:
- The base number here is 9.13.
- The exponent is 6, which indicates how many places to move the decimal point.
2. Moving the Decimal Point:
- Since the exponent is 6 and is positive, you need to move the decimal point 6 places to the right.
- Starting with 9.13, move the decimal six places right: 9130000.
3. Rewrite the Number in Standard Notation:
- After moving the decimal, you arrive at the number 9,130,000.
So, the number [tex]\(9.13 \times 10^6\)[/tex] in standard notation is [tex]\(9,130,000\)[/tex].
Therefore, the correct answer is b) [tex]$9,130,000$[/tex].
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