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What generalization can be made about the number of times an event must occur to get the actual results near the predicted values, or exactly as predicted?
Question options:
The generalization is that the less the number of times an event occurs, the closer the actual results will come to the predicted results.
The generalization is that the greater the number of times an event occurs,has no impact to the predicted results.
The generalization is that the greater the number of times an event occurs, the closer the actual results will come to the predicted results.
The generalization is that the greater the number of times an event occurs, the further the actual results will be to the predicted results.
Theoretically, if you toss two coins together forty-eight times, how many times should you get (show work)
a. two heads
b. a head and a tail
c. two tails
The product rule states
Question options:
that the probability of two independent events occurring simultaneously is equal to the product of them occurring separately
if two outcomes are independent, the probability that both will not occur is their product
if two outcomes are dependent, the probability that both will occur is their product
that the probability of two independent events occurring simultaneously is not equal to the product of them occurring separately
Which of the following statements does not represent the general rule for determining the probability of inheriting two specific traits at the same time?
Question 17 options:
Treat Di-hybrid crosses as if they were monohybrid crosses. Multiply the chances of the two events occurring independently to determine the chance of them occurring together.
You can find out the probability of inheriting two traits by finding out the probability of each one individually then multiplying them together.
The multiplication rule states that if two outcomes are independent (not linked), the probability that both will occur is their product. P(AB)=P(A)×P(B)
All the above statements are accurate.
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