To determine which numbers have more significant figures than 522,010, we first need to count the significant figures in 522,010.
- 522,010 has 6 significant figures because the zeros that are between non-zero digits are significant.
Now, let's analyze the other numbers:
- 152.73: This number has 5 significant figures.
- 0.237948: This number has 6 significant figures due to all non-zero digits being significant and the zeros following the leading decimal point don’t count.
- 1,032,741: This number has 7 significant figures since all digits are significant.
- 0.000671: This number has 3 significant figures (the leading zeros do not count).
- 20,000,000: This number has 1 significant figure unless specified otherwise (for example, if it were written in scientific notation as \(2.0 \times 10^7\) which would imply 2 significant figures).
From this analysis, the numbers with more significant figures than 522,010 are:
- 1,032,741 (7 significant figures)
- 0.237948 (6 significant figures, equal but not greater than 522,010)
Upon double-checking, the only clear number with more significant figures is:
- 1,032,741.
Even though 0.237948 has the same number of significant figures as 522,010, it does not have more than. Therefore, the only number with more significant figures than 522,010 is:
- 1,032,741.
In summary: The only correct answer is 1,032,741 which accurately fits the criteria for having more significant figures than 522,010. The other numbers do not.
1 answer