A board game uses a fair mid-sized die and a spinner with five equal-sized sections colored dark blue, green, light blue, red and yellow. Players roll the die and then spin the spinner. Match each probability statement to its correct value.

Question

America Black

Mathematics

21 June, 23:28

A board game uses a fair mid-sized die and a spinner with five equal-sized sections colored dark blue, green, light blue, red and yellow. Players roll the die and then spin the spinner. Match each probability statement to its correct value.

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Answers (2)

Know the Answer?

Rambo · Answer 1

Remark

For any combination of out comes the probability is going to be

P (die and spinner) = Probability of the die * probability of the spinner.

P (die)

For any fair die the numbers of the results = 1/6.

The reason? A die has 6 faces. Any one of the faces could come up.

P (spinner) = 1 of light blue, red, yellow, dark blue and green

P (spinner) = 1/5

Answer

P (both) = 1/6 * 1/5 = 1/30

Nayeli Castaneda · Answer 2

yes there is. here they are the probability of getting

a 6 and any color except

a shade of blue

the probability of getting

a 5 and a shade of blue

the probability of getting

an even number and a

shade of blue

the probability of getting

at least 3 and any color

except a shade of blue

the probability of a getting

at most 4 and yellow