Unit Test — Unit test Answers

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3

A basketball player scored 33 points during a game by shooting 1-point free throws, 2-point field goals, and 3-point field goals. The player scored 17 times. She scored 3 more 2-point field goals than 1-point free throws. The system of equations below represents the situation, where x is the number of 1-point free throws, y is the number of 2-point field goals, and z is the number of 3-point field goals. x + y + z = 17x + 2y + 3z = 33y – x = 3Which matrix and solution represents the number of 1-point free throws, 2-point field goals, and 3-point field goals the player scored?

A
The player scored five 1-point free throws, eight 2-point field goals, and four 3-point field goals.
Option A
B
The player scored five 3-point field goals, eight 2-point field goals, and four 1-point free throws
Option B
C
The player scored seven 1-point free throws, four 2-point field goals, and six 3-point field goals.
Option C
D
The player scored seven 3-point field goals, four 2-point field goals, and six 1-point free throws.
Option D
5

A local car wash is inviting customers to join the Concierge Club, in which you can have your car washed as many times as you wish for a fixed monthly fee. Amy creates the graph below to compare the cost per wash versus the cost for the Concierge Club. Which conclusion is supported by the graph?

Question illustration
A
The Concierge Club costs $6 per month.
B
The Concierge Club is the better deal for three washes per month.
C
The pay-per-wash option is the better deal for eight washes per month.
D
The pay-per-wash rate is $5.00 per wash.
10

Given that (3, 2, –6) and (–2, 5, 1) are solutions of two equations in a system of three linear equations, which of the following is true about the system?

A
The system can only be consistent and independent.
B
The system can be either inconsistent and independent or consistent and dependent.
C
The system can be either inconsistent and dependent or consistent and independent.
D
The system can only be inconsistent and dependent.
12

Galena is solving the following system.Step 1: She multiplies equation (3) by 3 and adds it to equation (1). Step 2: She multiplies equation (3) by –7 and adds it to equation (2). Which statement explains Galena’s mistake?

Question illustration
A
She added equation (1) instead of equation (2) in step 1.
B
She did not multiply equation (3) in step 1 by the correct value.
C
She did not multiply equation (3) in step 2 by the correct value.
D
She added equation (2) instead of equation (1) in step 2.
13

Which classification describes the following system of equations?

Question illustration
A
inconsistent and dependent
B
consistent and dependent
C
consistent and independent
D
inconsistent and independent

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