coeper below has a congruent sectionsSarah will spin the arrow on the spinner twice. What is the probability that the arrow will
landon a shaded section of the spinner on both spinsA1.5 Shorded7 non-SharedсD2549
1 answer:
The probability can be expressed as :

The number of shaded sections is 5.
The number of total sections is 12.
In one spin, the probability is :

Every spin has the same probability of landing on shaded area. Since Sarah spins the spinner twice. The probability now will be :

The answer is a :
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