2) a) Find 'a' function. d Let the value When amount of damage where X is à probability density function f(x) = 0 ≤ x ≤ M₁ x <0 or x>M. where is a constant. You have insurance with an M/2 pounds excess. This means if x ≤ M/2 then you pay the full amount of damages, while 4 X > M/2 then and M/2 pounds you the pay insurance company covers the remaining M/2 pounds. Let Y the you pay for the damage. a probability density the cast of less than £1000. function b) What damage Find the give of you get X - of your Anto to your car random the formula X. car be M = an accident M vanable 2 (M-x)/a, 0 positive £2000. the + X pounds, with be amount So that f(x) is the probability that to car will be your Cumulative distribution of X. that expresses Y as a

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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Question
2)
d
Let the value
of your
When
Anto
of damage
to your car
where
X is
a
random
density function
f(x)
a) Find 'a'
function.
b) What
where
You have
This
means
full amount of damages,
then
you pay
insurance
X
let
Y
damage.
damage
Find the
give
the
of
car be M = £2000
an accident
the
is
X pounds,
variable
with
2 (M-x)/a,
10
positive
with
an
if X ≤ M/2 then
X.
you get
M a
insurance
+
company
M/2 pounds
covers
M/2 pounds.
be
the
So that f(x) is
the probability that
to your
car
will
be
Cumulative
distribution of X.
formula
Y as
0 ≤ x ≤ M₁
x <0 or x >M
constant.
M/2 pounds excess.
you
pay the
while if X > M/2
and
the
the remaining
amount you pay for the
amount
probability
a probability density
the
cost or
less than £1000.
function
that expresses
a
Transcribed Image Text:2) d Let the value of your When Anto of damage to your car where X is a random density function f(x) a) Find 'a' function. b) What where You have This means full amount of damages, then you pay insurance X let Y damage. damage Find the give the of car be M = £2000 an accident the is X pounds, variable with 2 (M-x)/a, 10 positive with an if X ≤ M/2 then X. you get M a insurance + company M/2 pounds covers M/2 pounds. be the So that f(x) is the probability that to your car will be Cumulative distribution of X. formula Y as 0 ≤ x ≤ M₁ x <0 or x >M constant. M/2 pounds excess. you pay the while if X > M/2 and the the remaining amount you pay for the amount probability a probability density the cost or less than £1000. function that expresses a
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