Arc BC and arc DE both measure 70°. Arc CD measures 160°. What is the measure of angle BAE? A. 60 degrees B. 120 degrees C. 50 degrees D. 120 degrees
i think there might need to be a picture attached to this; or a crudly drawn facsimile
Yeah, I wasn't exactly sure if there should be. I'll try and attach the file or draw it haha, thanks :)
|dw:1334951924477:dw| im thinking itll look like this; but i cant be sure
yeah that's how it looks :)
theres a thrm that says; the (outerarc - inner arc) divided in half give us the angle we want
|dw:1334952000416:dw|
you are given the outer, and the sides; so determine the inner from what you know; the missing inner is the difference from 360 degrees
So would I have to add 160 and 70? and then subtract it from 360?
or I mean 160 and 140?
160+140 = 300 360 - 300 = 60 ; your inner arc = 60 160 - 60 = 100 ; 100/2 = 50 for the angle
so yes :)
haha, okay! thank you so much :)
yw, sorry about the delay ut internet went down at the school
haha no problem :)
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