https://www.connexus.com/content/media/155394-1302008-114509-AM-63091859.gifto <---see the pic What is the probability of the pointer landing on G?
page doesn't open for me, but the answer will be the ratio of the area of G to the total area
https://www.connexus.com/content/media/155394-1302008-114509-AM-1284322900.gif
looks like the area of G is \(\frac{1}{8}\) of the total right?
thanks i have one more q
post away
Predict how many times the spinner will stop on R in 66 spins.
what fraction of the total is R?
4
hold the phone. there are 4 parts that are R out of how many all together? question is what part of the whole circle is R?
idk
how many parts are there all together?
idk help me im lost
i am asking you to count how many parts is the circle broken up in to
ohhh 8
and of that total, how many are labeled R you already said 4 right? yes 8!
so 4 out of 8 are labeled R, that is, \(\frac{1}{2}\) of the whole circle is R (the left half)
therefore you would expect the spinner to land on R half the time. so to answer your question, you need only to compute what is half of 66
got that?
so is the answer what
what is half of 66?
33 duhh hay how old are u
right, and the reasoning is as follows. lands on R half the time, because half of the circle is labeled R. so if you spin 66 time half of them should land on R (approximately) so you say 33 duh indeed i am older than old lang syne
gesse what i just sumited it and i got 30/30 correct
thanks to u
yw
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