The figure below shows a shaded circular region inside a larger circle: A shaded circle is shown inside another larger circle. The radius of the smaller circle is labeled as r and the radius of the larger circle is labeled as R. On the right side of the image is written r equal to 2 inches and below r equal to 2 inches is written R equal to 5 inches. What is the probability that a point chosen inside the larger circle is not in the shaded region? 84% 50% 42% 16%
@butterflydreamer & @Chiko_1278 i did a new post because i didnt want to keep scrolling
@sammixboo
@cowboy1996
i Want to say 42%
ok but i need an explaintion on how u got it
i wanna say 42% also but i gotta know how to get it :/
@DatChinookGuy
this one
me and @cowboy1996 say 42% what do u say @DatChinookGuy and i gotta know how to get it
@Chiko_1278 u know? ...im dying over here i gotta get this done
x_x see im dead lol
Well really, I would assume 42%, because you need to calculate the AREA of the big and small circle and then as well subtract the area of the smaller circle to the area of the bigger circle. The difference over the area of the bigger circle multiply by 100 will be the probability. So yes 42%. Nice job smartie (; Hope this helps!
-_- ....
...☺
:P
sorry i had to take a test
I SUCK AT AREAS AND ALL THAT
its ok
lol...calm down...no need for yelling....sooo ok let me see...
X_X me no talk
ok...ummm....sorry i ddont know this but let me see if he can help you out...."calls out for @iGreen "
or @amistre64
ok
sorry..:'(
ur good
Is there a picturE?
*picture
@iGreen r u able to figure it out? im lost
yes there is hold on
there u go
@iGreen the photo is there now sorry my computer was being slow it didnt let me see ur respond :/
@RebeccaPink6398
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