The probability that a teacher will give a surprise test during any class is 1/5. If a student is absent on two day what is the probability that he will miss atleast one test.
A. `4/5`
B. `2/5`
C. `7/25`
D. `9/25
Correct Answer - D
Probability that one test is held `=2xx1/5xx4/5=8/25`
Probability that tese in held on both days `1/5xx1/5=1/25`
`therefore` Probability that the student misses at least one test
`=8/25+1/25=9/25`
(a) Hexane and methyl vinyl chloride are distinguished by adding bromine in `C CI_(4)` to each. The red brown bromine colour persists in alkane but isappears in methyl vinyl chloride....
Correct Answer - `13//25`
Consider the following events:
A: A student is passed in Mathematics
B: A student is passed in Statistics
Then,
`P(A) = (70)/(125), P(B) = (55)/(125), P(A nn...
1. Why do students bunk lectures.
2. Do interactions with students during lectures improve learning outcomes.
3. Is it possible to use reward and punishment techniques to motivate students.
Correct Answer - `0.27`
We have `P(G)=1//3and P(B)=2//3`
` P(A//G)=0.25and P(A//B)=0.28`
Here, A is the event that student chosen will get a first class.
So, using total probability theorem,
`P(A)=P(B)P(A//B)+P(G)P(A//G)`
`2/3xx0.28+1/3xx0.25=0.27`
Correct Answer - B
Let P(i) be the probability that exactly I students are passing an examination. Now given that
`P(A_(i))=lamda_(i)^(2)(where lamda"is constant")`
`impliesunderset(i-1)overset(10)sumP(A_(i))=underset(i-1)overset(10)sum lamdai^(2)=lamda(10xx11xx21)/(6)=lamdaxx386=1`
`implieslamda =1//358=5//77.`
Let A reprsent the...
Correct Answer - A
`(a)` Let event `A to` dealer will sell at least `20TV` sets
and events `B to` dealer will sell less than `24TV` sets.
Now the event that...