Patients in a clinical trial have been told that there are two possible side effects of a new drug. The probability of contracting the first side effect is equal to 0.2 and the probability of contracting the second side effect is equal to 0.01. If contracting one side effect is independent of contracting the other, then the probability that a randomly chosen patient contracts neither side effect is equal to
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SAT, 26.06.2019 05:30, julk89
An ecosystem is shown in the illustration. assume that human activities have led to a decrease in the number of eagles. a virus attack on rabbits has led to a decrease in their population in the ecosystem. which two sentences describe likely effects on the ecosystem? 1. there’s an increase in the number of snakes and insects and a decrease in the number of frogs. 2. there’s an increase in the number of snakes and insects, and the storks face increased competition for food. 3. there’s an increase in the number of storks and a decrease in the number of snakes and insects. 4. there’s an increase in the number of frogs and a decrease in the number of storks and insects. 5. there’s a decrease in the number of snakes, insects, and frogs.
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SAT, 28.06.2019 02:30, Roastedham1272
Give 2 examples of the sedimentation in the deep ocean?
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SAT, 28.06.2019 04:30, joshua9814
Aconstruction crew was made up of 88 men and the rest women. if 40% of the crew were men, how many people were in the crew?
Answers: 1
Patients in a clinical trial have been told that there are two possible side effects of a new drug....
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