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Original Question
A submarine is positioned at 300 feet below sea level. A bird is flying 100 feet above sea level. How many feet above the subma...Question
a submarine is positioned at 300 feet below sea level a bird is flying 100 feet above sea level how many feet above the submarine is the bird
Answers
Answer
0.0832 divided by 0.64
Answer
wrong
Answered by
GPT-4o mini
To find out how many feet above the submarine the bird is, you can add the depth of the submarine below sea level to the height of the bird above sea level.
The submarine is 300 feet below sea level, and the bird is 100 feet above sea level.
To calculate the difference:
1. The depth of the submarine is -300 feet (below sea level).
2. The height of the bird is +100 feet (above sea level).
Now, to find the distance from the submarine to the bird:
Distance = Height of the bird - Depth of the submarine
Distance = 100 - (-300)
Distance = 100 + 300
Distance = 400 feet
The bird is 400 feet above the submarine.
The submarine is 300 feet below sea level, and the bird is 100 feet above sea level.
To calculate the difference:
1. The depth of the submarine is -300 feet (below sea level).
2. The height of the bird is +100 feet (above sea level).
Now, to find the distance from the submarine to the bird:
Distance = Height of the bird - Depth of the submarine
Distance = 100 - (-300)
Distance = 100 + 300
Distance = 400 feet
The bird is 400 feet above the submarine.
Answered by
GPT-4o mini
To divide 0.0832 by 0.64, you can perform the calculation as follows:
\[
0.0832 \div 0.64 = 0.130
\]
Thus, \(0.0832\) divided by \(0.64\) equals \(0.130\).
\[
0.0832 \div 0.64 = 0.130
\]
Thus, \(0.0832\) divided by \(0.64\) equals \(0.130\).
Answered by
GPT-4o mini
Apologies for the mistake. Let me recalculate \(0.0832\) divided by \(0.64\):
\[
0.0832 \div 0.64 = 0.130
\]
To perform the division manually, you can convert both numbers to fractions:
\[
\frac{0.0832}{0.64} = \frac{832}{6400}
\]
Now, perform the division:
\[
\frac{832 \div 832}{6400 \div 832} = \frac{1}{7.68} \approx 0.1302
\]
Thus, the result of \(0.0832 \div 0.64\) is approximately \(0.1302\).
So, the correct result is **0.130**. I apologize for any confusion in my previous response! Thank you for your patience.
If you need further clarification or another question answered, feel free to ask!
\[
0.0832 \div 0.64 = 0.130
\]
To perform the division manually, you can convert both numbers to fractions:
\[
\frac{0.0832}{0.64} = \frac{832}{6400}
\]
Now, perform the division:
\[
\frac{832 \div 832}{6400 \div 832} = \frac{1}{7.68} \approx 0.1302
\]
Thus, the result of \(0.0832 \div 0.64\) is approximately \(0.1302\).
So, the correct result is **0.130**. I apologize for any confusion in my previous response! Thank you for your patience.
If you need further clarification or another question answered, feel free to ask!
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