Test 2 Spring 2005

# Test 2 Spring 2005 - BERMAN NAME MAT1033C Intermediate...

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BERMAN NAME ____________________ MAT1033C – Intermediate Algebra – Test 2 – Chapters 3 & 4 Part I : No calculators may be used – Each exercise worth six (6) points unless otherwise noted. 1. Solve symbolically: () 93 9 5 x x −=− 2. Solve the inequality symbolically and write the solution set using interval notation: 23 41 xx −< + 5 5 3. Solve the inequality symbolically and write the solution set using interval notation: 325 1 x <− + ≤ 4. For the following compound inequality, write the solution set in interval notation: or 3 x ≤− 2 x >

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5. The given figure is the graph of two linear equations in the window [-6,6,1] x [-5,5,1]. Y 1 is the thin line. Y 2 is the thick line. Use the graph to solve each statement in terms of x : A) 12 YY = B) > 6. The given figure is a numerical representation of two linear equations. Use the figure to solve each statement in terms of x : A) = B) < 7. Shade the solution set in the xy- plane. Use a test point to check your graph. 6 32 xy +≥ −< 1 2
BERMAN NAME ____________________ MAT1033C – Intermediate Algebra – Test 2 – Chapters 3 & 4 Part II : Calculators may be used – Each exercise worth six (6) points unless otherwise noted.

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## This note was uploaded on 10/18/2011 for the course MAT 1033 taught by Professor Brown during the Spring '10 term at Valencia.

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Test 2 Spring 2005 - BERMAN NAME MAT1033C Intermediate...

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