Find the measure of the central angle. (Let me attach the file first)
attachment that goes with this question @IMstuck @nikato
@IMstuck @nikato can you help me with my question when you get the chance
circumference is equal to 2*pi*r meaning that 9 = 2*pi*r so you find r which turns out to be 1.43 length of an arc is found be multiplying x with the radius, meaning that 1 = 1.43x so x = 0.7 radians
Thanks @Purplerainbowcherry
No @Purplerainbowcherry my program said "caution your answer is incorrect"
does it want the answer in degrees or radians?
Degrees
so you have to multiply by 180/pi
and you would get 40.1 degrees
They also want the answer rounded to 2 decimal places
40.11 then :)
or wait hold on, i rounded my r in the beginning
you get 40.00 without any rounding done for r
Nope that's not answer either my program said "Try Again" not 40.1 @Purplerainbowcherry
40.0 not 40.1
The whole circumference of the circle is 9. The arc length is 1. So the arc length is 1/9 of the whole circle's perimeter. That means x is 1/9 of 360 degrees (a full revolution) 1/9 of 360 = (1/9)*360 = 40 Which means x is 40 degrees
I was just replying of when u gave me the answer 40.1
oh sorry, i updated the answer after that
Ok thank you @Purplerainbowcherry
you're welcome
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