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Test 4 Questions for Intermediate Algebra | MAT 1033C, Exams of Algebra

Material Type: Exam; Professor: Saxman; Class: Intermediate Algebra LinC Brid; Subject: MAT: Mathematics; University: Valencia Community College; Term: Unknown 1989;

Typology: Exams

2009/2010

Uploaded on 02/25/2010

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SAXMAN NAME ____________________
MAT1033C – Intermediate Algebra – Test 4 – Chapters 7 & 8
Part II : Calculators may be used – Each exercise worth six (6) points unless otherwise noted.
ALL WORK MUST BE SHOWN TO RECEIVE CREDIT – DUE AT FINAL.
1. Simplify the radical expressions. Worth 3 points each.
A) 78
192kq
B) 34
bbb⋅⋅
C) 571805125
x
xx++
2. Write each complex expression in standard (abi
+
) form. Show all work for full credit. (3 points
each)
A)
()()
87 28ii++
B) 62
93
i
i
+
pf3

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SAXMAN NAME ____________________

MAT1033C – Intermediate Algebra – Test 4 – Chapters 7 & 8 Part II : Calculators may be used – Each exercise worth six (6) points unless otherwise noted. ALL WORK MUST BE SHOWN TO RECEIVE CREDIT – DUE AT FINAL.

  1. Simplify the radical expressions. Worth 3 points each.

A) − 192 k q^7

B) b ⋅ 3 b ⋅^4 b

C) 5 x + 7 180 x +5 125 x

  1. Write each complex expression in standard ( a + bi ) form. Show all work for full credit. (3 points each)

A) ( 8 + 7 i )( 2 + 8 i )

B)

i i

  1. Simplify. (3 points each)

A) i^19

B) i^52

  1. Solve the equation, writing any complex solutions in standard form: 5 x^2 − 4 x + 7 = 0 (Use the Quadratic Formula)
  2. Assuming that a is either 1 (no wider or skinnier than the standard parabola), use the vertex to write the vertex form of the equation of the parabola shown in the graph.

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