The construction illustrated in the figure is that of a line parallel to through point N.
Given: Figure containing illustration of the construction
To find: The construction illustrated in the figure
It can be seen that the figure contains a straight line passing through H and J, a straight line passing through H and N, and a straight line passing through N which seems to be parallel to .
The figure also contains arcs made by a compass that measures the angle between and . These arcs have been replicated at the point N on the straight line .
This implies that the straight line through N has been constructed in such a way, so that the angle between that straight line and is equal to the angle between and . This makes these angles, corresponding angles and as the transversal. Thus, the new straight line is constructed parallel to .
A strong counterargument that this illustration is not that of a line perpendicular to through point N is that the figure does not contain any straight line perpendicular to .
Thus, the construction illustrated in the figure is that of a line parallel to through the point N.
Learn more about construction of parallel lines here:
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Answer:
The answer to your question is below
Step-by-step explanation:
C (-4, 3)
V (-4, 7)
asymptotes = 2 =
- This is a vertical hyperbola, the equation is
slope = 2
a is the distance from the center to the vertex = 4
b = 2(4) = 8
X = 15 , see photo for solutions
Answer: I think Value of x is 8 I’m not sure
The third one is the proportion