Question
The question on a multiple choice test each have 4 answer choices. Describe a model that you could use to simulate the outcome of guessing the correct answers to a 50 question test?
Answers
it's binary ... correct or incorrect
P(correct) = 1/4
... P(incorrect) = 3/4
(c + i)^50
.25^50 + 50 .25^49 .75^1
+ 1225 .25^48 .75^2 ...
+ 1225 .25^2 .75^48 + 50 .25 .75^49
+ .75^50
this is the expected outcomes
for a simulation you could roll a 4-sided die (tetrahedron)
or flip 2 coins
anything with 4 random outcomes
P(correct) = 1/4
... P(incorrect) = 3/4
(c + i)^50
.25^50 + 50 .25^49 .75^1
+ 1225 .25^48 .75^2 ...
+ 1225 .25^2 .75^48 + 50 .25 .75^49
+ .75^50
this is the expected outcomes
for a simulation you could roll a 4-sided die (tetrahedron)
or flip 2 coins
anything with 4 random outcomes
The question on a multiple choice test each have 3 answer choices. Describe a model that could use to simulate the outcome of guessing the answer to 25 question test
I don’t know I need heop
1. A
2. D
3. B
4. D
5. C
☀️👍🏼
2. D
3. B
4. D
5. C
☀️👍🏼
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