The steps below describe the construction of a line AG which is parallel to segment PQ and passes through a point A outside of PQ:
In the next step the width of the compass is adjusted to DE. Which statement is true? Point G is obtained by using the same compass width and drawing an arc from point E, intersecting the arc drawn from A. Point G is obtained by using the same compass width and drawing an arc from point B, intersecting the arc drawn from A. Point G is obtained by using the same compass width and drawing an arc from point D, intersecting the arc drawn from A. Point G is obtained by using the same compass width and drawing an arc from point F, intersecting the arc drawn from A.
I think it's D
im gonna also tag @jim_thompson5910
Thank you for posting a new question here.. Let's see what we have here..
To sort through the clutter of the answer choices, it might be helpful to notice how each answer choice is basically this `Point G is obtained by using the same compass width and drawing an arc from point____, intersecting the arc drawn from A` where the letters E, B, D, or F will go in the blank
yeah i noticed hat. I think its D. i just feel better if i have other peoples confirmation if im wrong or not and why
that*
and for you to know the sequence of drawing this parallel line firstly (with its three possible methods) http://www.mathopenref.com/constparallel.html
it's not clear what compass width they're talking about. Unfortunately this image sequence isn't enough to tell us. It would be nice if the teacher provided text as well. Anyways, I think they're referring to the distance from D to E. If that width is placed at point F, then yes drawing an arc will cross the first arc to form point G Then you connect a line through A and G. Line AG is going to be parallel to line PQ The drawing at the bottom of that sequence isn't to scale. Point F should be much further up. Segment AF should be equal to segment BD
yes I agree. The answer is choice D
Thanks guys for the explanations. This is part of what i was thinking unfortunantly i can only medal one person ugh
wish i can medal both of yall
For @jim_thompson5910 He deserve it Definitely..
AND Medals do not matter...What matters is that you get the idea satisfied and can do solve such this yourself.
ok i gave hmi but u also do deserve one next time i give to you when i have a question
Thank you. What matters is that you got the idea, satisfied and persuaded...
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