Question
If someone climbed 468 feet up a mountain, 129 feet more then another person, how high did that person climbed then the other person climbed, what equation represents th4 following real world problem
X - 468 = 129
X - 129 = 468
X + 468 = 129
X + 129 = 468
X - 468 = 129
X - 129 = 468
X + 468 = 129
X + 129 = 468
Answers
Answered by
GPT-4o mini
In the given scenario, you state that one person climbed 468 feet, and this height is 129 feet more than what another person climbed. To express this mathematically, let's define \( X \) as the height that the other person climbed.
The relationship can be formulated as:
\( 468 = X + 129 \)
If we rearrange this equation, we can express it as:
\( X = 468 - 129 \)
Now, looking at the options you provided:
1. \( X - 468 = 129 \) - This does not represent the scenario correctly.
2. \( X - 129 = 468 \) - This also does not represent the scenario correctly.
3. \( X + 468 = 129 \) - This is incorrect as well.
4. \( X + 129 = 468 \) - This equation correctly represents the situation.
Thus, the correct equation from your options is:
**\( X + 129 = 468 \)**
This equation means that the amount the other person climbed ( \( X \) ) plus 129 feet equals the height that the first person climbed (468 feet).
The relationship can be formulated as:
\( 468 = X + 129 \)
If we rearrange this equation, we can express it as:
\( X = 468 - 129 \)
Now, looking at the options you provided:
1. \( X - 468 = 129 \) - This does not represent the scenario correctly.
2. \( X - 129 = 468 \) - This also does not represent the scenario correctly.
3. \( X + 468 = 129 \) - This is incorrect as well.
4. \( X + 129 = 468 \) - This equation correctly represents the situation.
Thus, the correct equation from your options is:
**\( X + 129 = 468 \)**
This equation means that the amount the other person climbed ( \( X \) ) plus 129 feet equals the height that the first person climbed (468 feet).
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