= Data are distributed according to a probability density function f(x) = values between x₁ = 0.4400 and 2 = 2.9600 among the data? What is the share of data? F(x₂) F(x₁) = 1 - Do not leave any fields blank. If you don't know the answer, insert 1 for example. Insert only 3 most significant digits of your answer without rounding. Symbol Quantity mean standard deviation random variable beginning of interval end of interval smallest data value highest data value Imax probability density function f(x) cumulative distribution function F(x) share of data " σ % I #1 #2 I min Unit F(x2) - F(x1) % Input instruction mu sigma X x1 x2 x_min x_max f F DF 2.54√(2π) e 2.54 with domain of a €] -∞, ∞[. What is the share of
= Data are distributed according to a probability density function f(x) = values between x₁ = 0.4400 and 2 = 2.9600 among the data? What is the share of data? F(x₂) F(x₁) = 1 - Do not leave any fields blank. If you don't know the answer, insert 1 for example. Insert only 3 most significant digits of your answer without rounding. Symbol Quantity mean standard deviation random variable beginning of interval end of interval smallest data value highest data value Imax probability density function f(x) cumulative distribution function F(x) share of data " σ % I #1 #2 I min Unit F(x2) - F(x1) % Input instruction mu sigma X x1 x2 x_min x_max f F DF 2.54√(2π) e 2.54 with domain of a €] -∞, ∞[. What is the share of
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter13: Probability And Calculus
Section13.2: Expected Value And Variance Of Continuous Random Variables
Problem 14E
Related questions
Question
![Data are distributed according to a probability density function f(x)
values between ₁ = 0.4400 and 2 = 2.9600 among the data?
What is the share of data?
F(x₂) – F(x₁) = 1
Quantity
Do not leave any fields blank. If you don't know the answer, insert 1 for example.
Insert only 3 most significant digits of your answer without rounding.
mean
standard deviation
random variable
beginning of interval
end of interval
smallest data value
highest data value
Symbol
fl
o
I
I1
I2
I min
%
Imax
probability density function f(x)
cumulative distribution function F(x)
share of data
Unit
F(x2) - F(x1) %
Input instruction
mu
sigma
X
x1
x2
x_min
x_max
f
=
F
DF
2.54√(2π)
e
2
z-(-0.11)
2.54
2
with domain of a €] — ∞, ∞[. What is the share of
-](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe23ae763-28c2-4106-8a99-c21e032becaf%2F15cb8d81-a4e2-4912-84ba-f3b86a5dde5d%2F5f02h7c_processed.png&w=3840&q=75)
Transcribed Image Text:Data are distributed according to a probability density function f(x)
values between ₁ = 0.4400 and 2 = 2.9600 among the data?
What is the share of data?
F(x₂) – F(x₁) = 1
Quantity
Do not leave any fields blank. If you don't know the answer, insert 1 for example.
Insert only 3 most significant digits of your answer without rounding.
mean
standard deviation
random variable
beginning of interval
end of interval
smallest data value
highest data value
Symbol
fl
o
I
I1
I2
I min
%
Imax
probability density function f(x)
cumulative distribution function F(x)
share of data
Unit
F(x2) - F(x1) %
Input instruction
mu
sigma
X
x1
x2
x_min
x_max
f
=
F
DF
2.54√(2π)
e
2
z-(-0.11)
2.54
2
with domain of a €] — ∞, ∞[. What is the share of
-
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