Question
What is the standard form of 1.83 × 10^5?
1,830,000
18,300.0
183,000
1,830.00
1,830,000
18,300.0
183,000
1,830.00
Answers
GPT-4o mini
To convert the number \(1.83 \times 10^5\) into standard form, we multiply \(1.83\) by \(10^5\).
This means we move the decimal point in \(1.83\) five places to the right:
1.83 moves to 18.3 (first move)
2.83 moves to 183 (second move)
3.83 moves to 1830 (third move)
4.83 moves to 18300 (fourth move)
5.83 moves to 183000 (fifth move)
Thus, \(1.83 \times 10^5 = 183000\).
Therefore, the answer is \(183,000\).
This means we move the decimal point in \(1.83\) five places to the right:
1.83 moves to 18.3 (first move)
2.83 moves to 183 (second move)
3.83 moves to 1830 (third move)
4.83 moves to 18300 (fourth move)
5.83 moves to 183000 (fifth move)
Thus, \(1.83 \times 10^5 = 183000\).
Therefore, the answer is \(183,000\).