Pvhs Algebra 2 Mid-term
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This test contains information from the PVHS Algebra 2 Coursework, from sections 1-4
- 1.Solving Equations: X+B = C Solve for x:x + 3 = -1
- A.
X = -5
- B.
X = -8
- C.
X = -4
- D.
X = 9
- 2.Solving Equations: X+B = C Solve for x:x + 7 = 9
- A.
X = 1
- B.
X = 2
- C.
X = 3
- D.
X = 8
- 3.Solving Equations: AX = C Solve for x:8x = 4
- A.
X = 1/2
- B.
X = 0
- C.
X = 3/2
- D.
X = 3/8
- 4.Solving Equations: AX = C Solve for x:-6x = -2
- A.
X = -7/3
- B.
X = -5/2
- C.
X = 1/5
- D.
X = 1/3
- 5.Solving Equations: AX+B = C Solve for x:19.74x - 1 = -357.8
- A.
X = 121990/4537
- B.
X = 3587/40
- C.
X = -17840/987
- D.
X = 21124/12765
- 6.Solving Equations: AX+B = CX+D Solve for x:-16.87x - 8 = 17.99x + 618
- A.
X = 17911/1109
- B.
X = -31300/1743
- C.
X = -5341/26970
- D.
X = 3094/2007
- 7.Solving Equations: AX+B = CX+D Solve for x:-16.84x - 57.16 = 10.1x - 264.6
- A.
X = 10372/1347
- B.
X = 1477/4353
- C.
X = -9884/1857
- D.
X = -925/27
- 8.Interval Notation 1 Write in interval notation: <= is < and >= > infinity = ∞3 < x <= 9
- A.
( -5, -1 )
- B.
( 3, 9 ]
- C.
( -2, -1 )
- D.
( - infinity, 0 ) U ( 9, infinity )
- 9.Interval Notation 1 Write in interval notation: <= is < and >= > infinity = ∞x <= 3 or x > 8
- A.
( - infinity, -8 ) U ( 5, infinity )
- B.
[ -6, 6 ]
- C.
( - infinity, 3 ] U ( 8, infinity )
- D.
( - infinity, 3 ] U ( 9, infinity )
- 10.Interval Notation 2 Write in set-builder notation: <= is < and >= > infinity = ∞( - infinity, -3 ] U ( 3, infinity )
- A.
{ x | x < -8 or x > 3 }
- B.
{ x | x < -6 or x > 8 }
- C.
{ x | x 1 }
- D.
{ x | x 3 }
- 11.Interval Notation 2 Write in set-builder notation: <= is < and >= > infinity = ∞[ 3, 7 ]
- A.
{ x | 3
- B.
{ x | x < -5 or x >= -4 }
- C.
{ x | -1 < x
- D.
{ x | -10
- 12.Solving Inequalities: AX+B < C Solve for x:8x - 2 > -8
- A.
X > -3/4
- B.
X > -3/10
- C.
X > -9/5
- D.
X > -7/3
- 13.Solving Inequalities: AX+B < C Solve for x:2x - 2 > -3
- A.
X < 5/2
- B.
X > -6/5
- C.
X > -1/2
- D.
X < 1/7
- 14.Solving Inequalities: AX+B , CX+D Solve for x:-x + 10 < -8x - 4
- A.
X > 1/11
- B.
X > 1/2
- C.
X > 11/5
- D.
X < -2
- 15.Solving Inequalities: AX+B , CX+D Solve for x:-5x - 6 < x + 3
- A.
X > -3/2
- B.
X > 11/7
- C.
X > -4
- D.
X > 11/4
- 16.Finding the Slope of a Line Given Two Points Find the slope of the line passing through:( 0, -9 ) and ( 7, -10 )
- A.
M = -1/7
- B.
M = -8/6 = -4/3
- C.
M = 1/17
- D.
M = -9/8
- 17.Finding the Slope of a Line Given Two Points Find the slope of the line passing through:( 7, 9 ) and ( -8, -4 )
- A.
M = 10/-13 = -10/13
- B.
M = -3/2
- C.
M = -13/-15 = 13/15
- D.
M = 1/11
- 18.Equation of a Line Given a Point & the Slope Find the equation of the line: with the slope m = 1 and passing through the point( -1, -8 )
- A.
-11x + 11y = -77
- B.
4x + 3y = -17
- C.
-2x + 9y = -1
- D.
X + 9y = 66
- 19.Equation of a Line Given a Point & the Slope Find the equation of the line: with the slope m = 6 and passing through the point( 3, 3 )
- A.
3x + 8y = -83
- B.
-8x + 17y = 98
- C.
X + 2y = 12
- D.
Y = 6x - 15
- 20.Parallel Lines Find the equation of the line that is parallel to the line: 9x - 3y = 7 and passes through the point:( -3, -1 )
- A.
X + y = -15
- B.
6x + y = 11
- C.
X + 2y = 13
- D.
-3x + y = 8
- 21.Parallel Lines Find the equation of the line that is parallel to the line: -7x + 4y = 9 and passes through the point:( 8, 9 )
- A.
-7x + 4y = -20
- B.
-x + y = 3
- C.
X + 2y = -9
- D.
6x + 7y = 47
- 22.Perpendicular Lines Find the equation of the line that is perpendicular to the line: -6x - 2y = -3 and passes through the point: ( -4, 7 )Find the slope by solving for y.
- A.
-10x + 7y = -2
- B.
4x + y = -27
- C.
X + 4y = 22
- D.
-x + 3y = 25
- 23.Perpendicular Lines Find the equation of the line that is perpendicular to the line: -8x - 8y = -2 and passes through the point: ( -10, -2 )Find the slope by solving for y.
- A.
5x + 7y = 42
- B.
2x + 3y = -25
- C.
-x + y = 8
- D.
5x + 8y = -4
- 24.Function Notation 1 x2 = x^2 Given the function: f ( x ) = -9x^2 + 2x + 7 findf ( 4 )
- A.
F ( -4 ) = 102
- B.
F ( -9 ) = 319
- C.
F ( 4 ) = -129
- D.
F ( 7 ) = -326
- 25.Function Notation 1 x2 = x^2 Given the function: f ( x ) = -3x^2 + 4x + 3 findf ( 9 )
- A.
F ( -8 ) = -1479
- B.
F ( 9 ) = -204
- C.
F ( 1 ) = -14
- D.
F ( 9 ) = -85
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