Hey guys, I need some help with Geometry, I would really appreciate it! If m ∠ 6 = 65˚, what is m ∠ 1?
65˚ 135˚ 35˚ 115˚
hint : \(\angle 4\) and \(\angle 6\) are alternate interior angles
Can you show me how to set up the formula?
yes sure: ) so wat do we knw about alternate interior angles ?
when lines are parallel, alternate interior angles are equal, so, \(\large \angle 4 = \angle 6 \) \(\large \angle 4 = 65\)
I know it's sum may come to 180 degrees, I am sorry, I am really bad at this, I eventually catch on. Lol Ok, Let me look at my notes, so I can try it out.
ha good :) now, see that \(\angle 1 \ and\ \angle 4\) are sitting on a straight line, so they add up to 180 !
\(\large \angle 1 + \angle 4 = 180\) \(\large \angle 1 + 65 = 180\)
you can solve \(\angle 1\)
Can you show me it?
\(\large \angle 1 + \angle 4 = 180\) \(\large \angle 1 + 65 = 180\) subtract 65 both sides
\(\large \angle 1 + \angle 4 = 180\) \(\large \angle 1 + 65 = 180\) subtract 65 both sides \(\large \angle 1 + 65 = 180\) -65 -65
\(\large \angle 1 + \angle 4 = 180\) \(\large \angle 1 + 65 = 180\) subtract 65 both sides \(\large \angle 1 + 65 = 180\) -65 -65 \(\large \angle 1 = 180 - 65\)
\(\large \angle 1 + \angle 4 = 180\) \(\large \angle 1 + 65 = 180\) subtract 65 both sides \(\large \angle 1 + 65 = 180\) -65 -65 \(\large \angle 1 = 180 - 65\) \(\large \angle 1 = 115\)
see if the calculation makes some sense
Yes, do I have to do anything with 115, or work on the other calculation?
we're done right ? q is asking to find <1 oly
Ohh, so the answer is 115 degrees? Thank you!
yes, yw :)
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