
kuis2 prob
Authored by Devi Aprianti
Mathematics
University
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36 questions
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1.
OPEN ENDED QUESTION
5 mins β’ Ungraded
Nama Anda
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2.
OPEN ENDED QUESTION
5 mins β’ Ungraded
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3.
MULTIPLE SELECT QUESTION
5 mins β’ 3 pts
Suatu percobaan yang menggunakan peubah acak diskrit dapat ditentukan peluang kejadiannya menggunakan distribusi BINOMIAL apabila mengikuti karakteristik berikut....
frekuensi percobaannya tinggi namun probabilitas sukses relatif kecil
Setiap percobaan terjadi adallah independen secara statistik
Setiap percobaan hanya ada dua kemungkinan peristiwa yang akan terjadi, yaitu sukses atau gagal
percobaan menghasilkan dua macam peristiwa yang dependen
4.
MULTIPLE SELECT QUESTION
5 mins β’ 3 pts
Karakteristik dari distribusi normal adalah sebagai berikut ....
Grafiknya akan selalu di atas sumbu X
Bentuknya simetris terhadap x = Β΅
Luas daerah lebih dari 1
Grafiknya mendekati (asimtot) sumbu datar x
5.
MULTIPLE CHOICE QUESTION
5 mins β’ 3 pts
Variabel acak X menyatakan jumlah dua mata dadu yang muncul pada pelemparan dua buah dadu. Tentukan nilai P(X<4)
1/12
1/6
3/6
5/36
6.
MULTIPLE CHOICE QUESTION
5 mins β’ 3 pts
Distribusi poisson adalah ....
Distribusi probabilitas yang menggambarkan jumlah kejadian yang terjadi secara independen
Distribusi probabilitas yang menggambarkan jumlah kejadian dalam interval waktu atau ruang tertentu
Distribusi probabilitas yang menggambarkan jumlah kejadian yang terjadi dalam interval waktu atau ruang yang tetap
Distribusi probabilitas yang menggambarkan jumlah kejadian yang terjadi secara acak
7.
MULTIPLE CHOICE QUESTION
5 mins β’ 3 pts
Berapa probabilitas menerima tepat 3 panggilan dalam satu jam di pusat panggilan dengan rata-rata 5 panggilan per jam?
P(X=3) = e^(-5) * (5^3) / 3!
P(X=5) = e^(-3) * (3^5) / 5!
P(X=5) = e^(-3) * (3^5) / 5!
P(X=3) = e^(-3) * (3^5) / 3!
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