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MC 2025 In-course Diagnostics for Undergraduate Mathematics MATH140 WP

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Find the inverse of the matrix, if it exists.

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Writing a matrix equation that is equivalent to the given system of linear equations, solve the system using the inverse matrix.

                 

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Let

Does   equal  ?

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Find the inverse of the matrix, if it exists.

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To find the inverse of the matrix S, the augmented matrix is written. Then the following row operations are performed: . This results in the column to the right of the vertical line having the entries
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Find the inverse of the given matrix, if it exists. Verify your answer.

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Three network consultants , Alan, Maria and Steven, each received a year-end bonus of $10,000, which they decided to invest in a 401K retirement plan sponsored by their employer. Under this plan, each employee is allowed to place their investment in three funds – an equity index fund (I), a growth fund (II) and a global equity fund (III).The allocations of the investments in dollars of the three employees at the beginning of the year are summarized in the matrix.

A

The returns of the three funds after one year are given in the matrix:

B

Which employee realized the best interest on his or her investment for the year in question?  The worst return?

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A dietitian plans a meal around three foods. The number of units of vitamin A, vitamin C and calcium in each ounce of these foods is represented by the given matrix M, where

M

The matrices A and B represent the amount of each food (in ounces) consumed by a girl at two different meals, where:

AB

Calculate .

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William and Michael`s stock holdings are given by the matrix:

Q11 A

At the close of trading on a certain day, the prices (in dollars per share) of the stocks are given by the matrix:

Q11 B

Find AB.

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Matrix A gives the percentage of eligible voters in the city of Newtown, classified according to party affiliation and age group.

A

The population of eligible voters in the city by age group is given by the matrix B:

B

Find a matrix giving the total number of eligible voters in the city who will vote Democratic, Republican and Independent.

a

b

c

d

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