Math, asked by hihibah, 5 months ago

In a survey of 400 Latin music downloads in a certain year, 200 were regional (Mexican/Tejano), 120 were pop-rock, 75 were tropical (salsa/merengue/cumbia/bachata), and 5 were urban (reggaeton). Calculate the following relative frequency that a music download was neither tropical nor regional.

2)Find the conditional probability of the indicated event when two fair dice (one red and one green) are rolled.

The red one is 3, given that the sum is 9.

3)You are given a transition matrix P. Find the steady-state distribution vector.

P =

2/9,7/9,5/7,2/7​

Answers

Answered by amitnrw
2

Given : In a survey of 400 Latin music downloads in a certain year, 200 were regional (Mexican/Tejano), 120 were pop-rock, 75 were tropical (salsa/merengue/cumbia/bachata), and 5 were urban (reggaeton).

To Find : Calculate the following relative frequency that a music download was neither tropical nor regional.

Solution:

Total outcomes = 400  

regional  =200

pop-rock = 120

tropical  = 75

urban = 5

neither tropical nor regional.  = 400 - (75 + 200)

= 125

relative frequency that a music download was neither tropical nor regional.

= 125/400

= 5/16

= 0.3125

Red = 3  Green = 6  ,   Red = 4  Green = 5 , Red = 5  Green = 4 , Red = 6  Green = 3  

conditional probability of the indicated event when two fair dice (one red and one green) are rolled The red one is 3, given that the sum is 9.

= 1/4

=0.25

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