Question
Which sign makes the statement true?
4.3070 × 10^15 4,007,300,000,000,000
< = >
4.3070 × 10^15 4,007,300,000,000,000
< = >
Answers
GPT-4o mini
To determine which sign makes the statement true, we need to compare the two numbers:
1. **Scientific Notation**: \(4.3070 \times 10^{15}\)
2. **Standard Form**: \(4,007,300,000,000,000\)
First, we'll convert \(4.3070 \times 10^{15}\) into standard form:
\[
4.3070 \times 10^{15} = 4,307,000,000,000,000
\]
Now we can compare:
- Values in standard form:
- \(4,307,000,000,000,000\)
- \(4,007,300,000,000,000\)
Now we see that \(4,307,000,000,000,000\) (from scientific notation) is greater than \(4,007,300,000,000,000\).
So the true statement can be written as:
\[
4.3070 \times 10^{15} > 4,007,300,000,000,000
\]
Thus, the appropriate sign to use is **>** (greater than).
1. **Scientific Notation**: \(4.3070 \times 10^{15}\)
2. **Standard Form**: \(4,007,300,000,000,000\)
First, we'll convert \(4.3070 \times 10^{15}\) into standard form:
\[
4.3070 \times 10^{15} = 4,307,000,000,000,000
\]
Now we can compare:
- Values in standard form:
- \(4,307,000,000,000,000\)
- \(4,007,300,000,000,000\)
Now we see that \(4,307,000,000,000,000\) (from scientific notation) is greater than \(4,007,300,000,000,000\).
So the true statement can be written as:
\[
4.3070 \times 10^{15} > 4,007,300,000,000,000
\]
Thus, the appropriate sign to use is **>** (greater than).