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Question 2 - Week 3 Practice | Prasnya
Q2
00:00
6 Apr 2026
Q2.
Using Chebyshev's inequality, find the smallest integer value
n
n
n
such that
P
(
∣
X
ˉ
n
−
μ
∣
≥
0.1
)
≤
0.2
P(|\bar{X}_n-\mu|\ge 0.1)\le 0.2
P
(
∣
X
ˉ
n
−
μ
∣
≥
0.1
)
≤
0.2
, where
σ
2
=
1
\sigma^2=1
σ
2
=
1
.
Your Answer
Save
Check
Details
Q2
00:00
6 Apr 2026
Q2.
Using Chebyshev's inequality, find the smallest integer value
n
n
n
such that
P
(
∣
X
ˉ
n
−
μ
∣
≥
0.1
)
≤
0.2
P(|\bar{X}_n-\mu|\ge 0.1)\le 0.2
P
(
∣
X
ˉ
n
−
μ
∣
≥
0.1
)
≤
0.2
, where
σ
2
=
1
\sigma^2=1
σ
2
=
1
.
Your Answer
Save
Check
Details
