Take A to be the 3 x 2 matrix whose entries are the 1998 tourism figures and take B to be the 3 x 2 matrix whose entries are the 1988 tourism figures. (a) Compute the matrix A - B. What does this matrix represent? O It represents changes in number of visitors over the period 1988-1998. O It represents changes in number of visitors in 1988. O It represents changes in number of visitors in 1998. It represents changes in number of visitors over the period 1998-2008. (b) Assuming that the changes in tourism over 1988-1998 are repeated in 1998-2008, give a formula (in terms of A and B) that predicts the number of visitors from the three regions to Australia and South Africa in 2008.
Take A to be the 3 x 2 matrix whose entries are the 1998 tourism figures and take B to be the 3 x 2 matrix whose entries are the 1988 tourism figures. (a) Compute the matrix A - B. What does this matrix represent? O It represents changes in number of visitors over the period 1988-1998. O It represents changes in number of visitors in 1988. O It represents changes in number of visitors in 1998. It represents changes in number of visitors over the period 1998-2008. (b) Assuming that the changes in tourism over 1988-1998 are repeated in 1998-2008, give a formula (in terms of A and B) that predicts the number of visitors from the three regions to Australia and South Africa in 2008.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section: Chapter Questions
Problem 22T
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Step 1 Solution (a)
Use the table that gives the number of people (in thousands) who visited Australia and South Africa in 1998.
Using this table construct a matrix that represents the entries of 1998 tourism figures.
So,
Now use the table that gives the (fictitious) figures that represents the corresponding figures in 1988.
Using this table construct a matrix that represents the entries of 1988 tourism figures.
So,
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