A spinner is divided into six fractions. The sections labeled I E both half the size of the section sleeve with P R Z S CORA WILL SPIN THE SPINNER TWO TIMES TO THE NEAREST PERCENT. WHAT IS THE POSSIBILITY THAT CORA WILL SPIN A P R Z OR AN S AND THEN SPEND AN I OR AN E
To find the possibility that Cora will spin a P, R, Z, or an S on the first spin and then spin an I or an E on the second spin, we need to determine the probabilities of each event and multiply them together.
The spinner is divided into six fractions, and the sections labeled I and E are both half the size of the section labeled P, R, Z, or S. This means that the probabilities of spinning a P, R, Z, or an S are each 1/6, and the probabilities of spinning an I or an E are each 1/12.
To find the overall probability, we multiply the probabilities together:
Probability of spinning a P, R, Z, or S on the first spin:
1/6
Probability of spinning an I or an E on the second spin:
1/12
Overall probability:
(1/6) * (1/12) = 1/72
Therefore, the possibility that Cora will spin a P, R, Z, or an S on the first spin and then spin an I or an E on the second spin is 1/72, or approximately 0.014% to the nearest percent.