1.4335 x 10^9 in standard notation

Answer 1

To convert the number \( 1.4335 \times 10^9 \) into standard notation, you shift the decimal point 9 places to the right because of the exponent \( 9 \).

Starting with \( 1.4335 \), we move the decimal:

1. 1.4335
2. 14.335 (move 1 place)
3. 143.35 (move 2 places)
4. 1433.5 (move 3 places)
5. 14335 (move 4 places)
6. 143350 (move 5 places)
7. 1433500 (move 6 places)
8. 14335000 (move 7 places)
9. 143350000 (move 8 places)
10. 1433500000 (move 9 places)

So, \( 1.4335 \times 10^9 \) in standard notation is \( 1,433,500,000 \).