Math 101 Mock Final #2.pdf - 101 Mock Final#2 Beginning and Intermediate Algebra Combined MATH 101 Fall 2014 504(Prof Miller Student Name\/ID 1 Use the

# Math 101 Mock Final #2.pdf - 101 Mock Final#2 Beginning and...

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ALEKS 101 Mock Final #2 - 11/23/2014 4:20:27 PM MST - Copyright © 2014 UC Regents and ALEKS Corporation. P. 1/32 101 Mock Final #2 Beginning and Intermediate Algebra Combined / MATH 101 - Fall 2014 – 504 (Prof. Miller) Student Name/ID: 1.Use the distributive property to remove the parentheses.2.Graph the line whose -intercept is and whose -intercept is
ALEKS 101 Mock Final #2 - 11/23/2014 4:20:27 PM MST - Copyright © 2014 UC Regents and ALEKS Corporation. P. 2/32 3.In a survey, shoppers were asked whether they have access to a computer at home and if they havea personal e-mail account. Their responses are summarized in the following table.E-Mail accountNo e-mail accountComputer access at homeNo computer access at home(a)What percentage of the shoppers have computer access at home?(b)What percentage of the shoppers do nothave an e-mail account?4.Solve for 5.Graph the solution to the inequality on the number line.6.Find the -intercept and -intercept of the line. -intercept: _______________ -intercept: _______________
ALEKS 101 Mock Final #2 - 11/23/2014 4:20:27 PM MST - Copyright © 2014 UC Regents and ALEKS Corporation. P. 3/32 7.For each system of linear equations shown below, classify the system as "consistent dependent,""consistent independent," or "inconsistent." Then, answer the question about its solutions. L1: L2: This system of equations is: - consistent dependent - consistent independent - inconsistent This means the system has: - a unique solution: Solution: - no solution - infinitely many solutions L1: L2: This system of equations is:
ALEKS 101 Mock Final #2 - 11/23/2014 4:20:27 PM MST - Copyright © 2014 UC Regents and ALEKS Corporation. P. 4/32 - consistent dependent - consistent independent - inconsistent This means the system has: - a unique solution: Solution: - no solution - infinitely many solutions L1: L2: This system of equations is: - consistent dependent - consistent independent - inconsistent This means the system has: - a unique solution: Solution: - no solution - infinitely many solutions 8. Use the distributive property to remove the parentheses.