a student solved the equation below by graphing log6(x-1)=log2(2x+2) which statement about the graph is true
2 answers:
The rest of the question is as following
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<span>Which statement about the graph is true?
</span><span>1. The curves do not intersect.
</span><span>2. The curves intersect at one point.
</span><span>3. The curves intersect at two points.
</span>4. The curves appear to coincide.
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Solution:
See the attached figure
The blue graph represents the function log₆(x-1)
The red graph represents the function log₂(2x+2)
As shown from the figure
the curves does not meet.
Therefore, the correct statement is option 1
<span>1. The curves do not intersect. </span>
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<span>Which statement about the graph is true?
</span><span>1. The curves do not intersect.
</span><span>2. The curves intersect at one point.
</span><span>3. The curves intersect at two points.
</span>4. The curves appear to coincide.
==================================================
Solution:
See the attached figure
The blue graph represents the function log₆(x-1)
The red graph represents the function log₂(2x+2)
As shown from the figure
the curves does not meet.
Therefore, the correct statement is option 1
<span>1. The curves do not intersect. </span>
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