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Equation - Quadratic Equation

For ACT
Number of Total Problems: 20.
FOR PRINT ::: (Book)

Problem Num : 11
Type: None
Section:Equation 
Theme:None
Adjustment# : 7
Difficulty: 1

Category Quadratic Equation
Analysis 1. compare two sides 2. make it to QE.

Solution/Answer

Answer: F



Problem Num : 12
Type: None
Section:Equation 
Theme:None
Adjustment# : 9
Difficulty: 1

Category Quadratic Equation
Analysis Use the sum again

Solution/Answer

Answer: K



Problem Num : 13
Type: None
Section:Equation 
Theme:None
Adjustment# : 9
Difficulty: 2

Category Quadratic Equation
Analysis

Solution/Answer

Answer: k



Problem Num : 14
Type: None
Section:Equation 
Theme:None
Adjustment# : 9
Difficulty: 1

Category Quadratic Equation
Analysis Make a QE. and solve it.

Solution/Answer

Answer: K



Problem Num : 15
Type: None
Section:Equation 
Theme:None
Adjustment# : 10
Difficulty: 1

Category Quadratic Equation
Analysis

Solution/Answer

Answer: F



Problem Num : 16
Type: None
Section:Equation 
Theme:None
Adjustment# : 10
Difficulty: 2

Category Quadratic Equation
Analysis

Solution/Answer

Answer: G



Problem Num : 17
Type: None
Section:Equation 
Theme:None
Adjustment# : 11
Difficulty: 1

Category Quadratic Equation
Analysis solutions of QE is same as x intercepts of quadratic function

Solution/Answer

Answer: K



Problem Num : 18
Type: None
Section:Equation 
Theme:None
Adjustment# : 13
Difficulty: 1

Category Quadratic Equation
Analysis 1. Imagine the graph of the function. c is the y intercept. 2. Use discriminant formula

Solution/Answer

Answer: F



Problem Num : 19
Type: None
Section:Equation 
Theme:None
Adjustment# : 15
Difficulty: 1

Category Quadratic Equation
Analysis Transformation

Solution/Answer

Answer: K



Problem Num : 20
Type: None
Section:Equation 
Theme:None
Adjustment# : 15
Difficulty: 1

Category Quadratic Equation
Analysis

Solution/Answer

Answer: E



Array ( [0] => 5459 [1] => 5678 [2] => 5737 [3] => 5509 [4] => 5045 [5] => 5629 [6] => 5659 [7] => 5683 [8] => 5321 [9] => 5880 ) 201  2