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Equation - Linear- Word Problem

For GMAT
Number of Total Problems: 29.
FOR PRINT ::: (Book)

Problem Num : 1
Type: Calculation
Section:Equation 
Theme:None
Adjustment# : 0
Difficulty: 1

Category Linear- Word Problem
Analysis decimal and fraction mixed.. Calculation focused.

Solution/Answer

Answer: a



Problem Num : 2
Type: Understanding
Section:Equation 
Theme:None
Adjustment# : 1
Difficulty: 500 level

Category Linear- Word Problem
Analysis What is the distance between R and U?

Solution/Answer (1)56=2y (2)69=1.5x so... (2) is sufficient to find x value.

Answer: B



Problem Num : 3
Type: Mathematical Writing
Section:Equation 
Theme:Set Variables
Adjustment# : 2
Difficulty: 500 level

Category Linear- Word Problem
Analysis x+(x+4)=10

Solution/Answer x: number of men x+(x+4)=10 2x+4 =10 x=3 so.. number of women is 7.

Answer: D



Problem Num : 4
Type: Mathematical Writing
Section:Equation 
Theme:Set Variables
Adjustment# : 3
Difficulty: 600 level

Category Linear- Word Problem
Analysis l=2w

Solution/Answer 2l+2w=10 l=2w 6w=10 w=5/3 l=10/3

Answer: B



Problem Num : 5
Type: Mathematical Writing
Section:Equation 
Theme:Set Variables
Adjustment# : 3
Difficulty: 600 level

Category Linear- Word Problem
Analysis x=2y..

Solution/Answer (1) x= 5? or y=5? (2) x+2y=15

Answer: b



Problem Num : 6
Type: Mathematical Writing
Section:Equation 
Theme:None
Adjustment# : 4
Difficulty: 600 level

Category Linear- Word Problem
Analysis

Solution/Answer

Answer: D



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

Category Linear- Word Problem
Analysis

Solution/Answer

Answer:



Problem Num : 8
Type:
Section:Equation 
Theme:None
Adjustment# : 10
Difficulty: 1

Category Linear- Word Problem
Analysis

Solution/Answer

Answer:



Problem Num : 9
Type: None
Section:Equation 
Theme:None
Adjustment# : 11
Difficulty: 1

Category Linear- Word Problem
Analysis .03T=450,000

Solution/Answer

Answer: D



Problem Num : 10
Type:
Section:Equation 
Theme:None
Adjustment# : 12
Difficulty: 1

Category Linear- Word Problem
Analysis (2) don't know how much exceeds the 2500

Solution/Answer

Answer: a



Array ( [0] => 6099 [1] => 4890 [2] => 4693 [3] => 4751 [4] => 6104 [5] => 4757 [6] => 6202 [7] => 6040 [8] => 6066 [9] => 6120 ) 291  2  3