Pass the CAA Global CAA qualification Module-0 Questions and answers with CertsForce

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Questions # 1:

Let X be a random variable.

identify which of the following statements is correct.

A)

Question # 1

B)

Question # 1

C)

Question # 1

D)

Question # 1

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
Questions # 2:

A weekly pet insurance premium is given by a solution of the following equation:

4x2-11x-3 = 0

Calculate the premium.

Options:

A.

-£1


B.

-£3


C.

-£0.75


D.

-£0.25


Expert Solution
Questions # 3:

Let a and b be two positive numbers and let m and n be two positive integers.

Identify which of the followingequalities is false.

A)

Question # 3

B)

Question # 3

C)

Question # 3

D)

Question # 3

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
Questions # 4:

Question # 4

Question # 4

A)

Question # 4

B)

Question # 4

C)

Question # 4

D)

Question # 4

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
Questions # 5:

Identify which of the following statements is true,where X is a discrete random variable that exists over the domain [a. b], and F(x) is its distribution function.

A)

Question # 5

B)

Question # 5

C)

Question # 5

D)

Question # 5

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
Questions # 6:

Consider the function

Question # 6

Calculate the anti-derivative of f(x).

A)

Question # 6

B)

Question # 6

C)

Question # 6

D)

Question # 6

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
Questions # 7:

Determine the binomial expansion of (2x-X2)3.

Options:

A.

-x8+2xa-4x4+8x3


B.

-x6+2x5-4x4+8x3


C.

-X6+8x3


D.

-x6+3x5-3x4+x3


Expert Solution
Questions # 8:

Identify which of the following statements is not always true about a probability experiment.

Options:

A.

The sum of the probabilities of all possible outcomes must be 1.


B.

The sum of the probabilities of all possible events could be more than 1


C.

The probability of an event must lie in [0,1].


D.

The probability of an event occurring equals the number of outcomes in the event space divided by the total number of possible outcomes in the sample space.


Expert Solution
Questions # 9:

Evaluate

Question # 9

Options:

A.

0

B)Module-0 Question 9 Option 1

C)

Module-0 Question 9 Option 1

D)

Module-0 Question 9 Option 1


B.

Option A


C.

Option B


D.

Option C


E.

Option D


Expert Solution
Questions # 10:

In an Olympic Race there are 100 competitors.

Calculate the number of ways of distributing the Gold. Silver and Bronze medals amongst all of the competitors.

A)

Question # 10

B)

Question # 10

C)

Question # 10

D)

Question # 10

Options:

A.

Option A


B.

Option B


C.

Option C


D.

Option D


Expert Solution
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