blueblue greengreen. A spinner is divided into six equal regions, each of which
ID: 3291141 • Letter: B
Question
blueblue
greengreen.
A spinner is divided into six equal regions, each of which has a color. Three regions are red, two are green, and one is yellow.
The probability that the spinner lands on
blueblue
is
nothing.
(Type an integer or a simplified fraction.)
The probability that the spinner lands on
greengreen
is
nothing.
(Type an integer or a simplified fraction.)
Assume that the spinner to the right cannot land on a line. Determine the probability that the spinner lands onblueblue
and determine the probability that the spinner lands ongreengreen.
A spinner is divided into six equal regions, each of which has a color. Three regions are red, two are green, and one is yellow.
Explanation / Answer
Probability of spinner lands on blue=0(No blue colour is there in spinner)
Probability that spinner lands on green=(2/6)=1/3 because,
There are 2 green regions among 6 regions.
(Assuming that spinner cannot land on a line. )
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