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Kelia is solving an equation for x . Her second step is to multiply both sides of the equation by 4. Which equation is she solv...Asked by im right abc
Kelia is solving an equation for x
. Her second step is to multiply both sides of the equation by 4. Which equation is she solving?(1 point)
Responses
6 + 4x = 1
6 plus 4 x equals 1
6 + x4 = 1
6 plus Start Fraction x over 4 End Fraction equals 1
4 + 6x = 1
4 plus 6 x equals 1
4 + x6 = 1
. Her second step is to multiply both sides of the equation by 4. Which equation is she solving?(1 point)
Responses
6 + 4x = 1
6 plus 4 x equals 1
6 + x4 = 1
6 plus Start Fraction x over 4 End Fraction equals 1
4 + 6x = 1
4 plus 6 x equals 1
4 + x6 = 1
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To determine which equation Kelia is solving, we need to consider how multiplying both sides of an equation by 4 would affect it.
Let's analyze each option:
1. **6 + 4x = 1**
- If she multiplies both sides by 4:
\( 4(6 + 4x) = 4(1) \)
\( 24 + 16x = 4 \) (valid step)
2. **6 + x/4 = 1**
- If she multiplies both sides by 4:
\( 4(6 + x/4) = 4(1) \)
\( 24 + x = 4 \) (valid step)
3. **4 + 6x = 1**
- If she multiplies both sides by 4:
\( 4(4 + 6x) = 4(1) \)
\( 16 + 24x = 4 \) (valid step)
4. **4 + x/6 = 1**
- If she multiplies both sides by 4:
\( 4(4 + x/6) = 4(1) \)
\( 16 + \frac{2}{3}x = 4 \) (valid step)
Based on the analysis, all of these steps result in valid equations. However, the question implicitly suggests that the equation should fit naturally into a context where multiplying by 4 is likely to yield a straightforward transformation.
The first choice, **6 + 4x = 1**, stands out because it has a term that is directly affected by multiplication (the 4x term), making it a likely candidate for a problem where multiplying out is a key focus.
Thus, it is likely that the equation Kelia is solving is **6 + 4x = 1**.
Let's analyze each option:
1. **6 + 4x = 1**
- If she multiplies both sides by 4:
\( 4(6 + 4x) = 4(1) \)
\( 24 + 16x = 4 \) (valid step)
2. **6 + x/4 = 1**
- If she multiplies both sides by 4:
\( 4(6 + x/4) = 4(1) \)
\( 24 + x = 4 \) (valid step)
3. **4 + 6x = 1**
- If she multiplies both sides by 4:
\( 4(4 + 6x) = 4(1) \)
\( 16 + 24x = 4 \) (valid step)
4. **4 + x/6 = 1**
- If she multiplies both sides by 4:
\( 4(4 + x/6) = 4(1) \)
\( 16 + \frac{2}{3}x = 4 \) (valid step)
Based on the analysis, all of these steps result in valid equations. However, the question implicitly suggests that the equation should fit naturally into a context where multiplying by 4 is likely to yield a straightforward transformation.
The first choice, **6 + 4x = 1**, stands out because it has a term that is directly affected by multiplication (the 4x term), making it a likely candidate for a problem where multiplying out is a key focus.
Thus, it is likely that the equation Kelia is solving is **6 + 4x = 1**.
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