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The sum of four consecutive odd integers is 56. What is the smallest integer? Select one: a. 9 O b. 11 O c. 5 O d. 17 Abe is three years older than Jen. Two years ago, the sum of their ages was 47. If we let x be Abe's present age and y be Jen's age, which system best represents finding Abe's age now? Select one: a. O b. О с. y = x +3 l(x − 2) + (y − 2) = 47 (x. x = y + 3 { x = (x-2) + (y-2) = 47 ( x = y + 3 (2x + 2y = 47

The sum of four consecutive odd integers is 56. What is the smallest integer? Select one: a. 9 O b. 11 O c. 5 O d. 17 Abe is three years older than Jen. Two years ago, the sum of their ages was 47. If we let x be Abe's present age and y be Jen's age, which system best represents finding Abe's age now? Select one: a. O b. О с. y = x +3 l(x − 2) + (y − 2) = 47 (x. x = y + 3 { x = (x-2) + (y-2) = 47 ( x = y + 3 (2x + 2y = 47

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
Problem 60SE: In a bag, a child has 325 coins worth $19.50. There were three types of coins: pennies, nickels, and...
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The sum of four consecutive odd integers is 56. What is the smallest integer? Select one: a. 9 b. 11 C. 5 O d. 17 Abe is three years older than Jen. Two years ago, the sum of their ages was 47. If we let x be Abe's present age and y be Jen's age, which system best represents finding Abe's age now? Select one: a. O b. y=x+3 {(x- (x − 2) + (y − 2) = 47 x = y + 3 {(x-2) (x − 2) + (y − 2) = 47 0 (x = y + 3 O d. (2x + 2y = 47 x = y + 3 (x−y) - 2 = 47
Transcribed Image Text:The sum of four consecutive odd integers is 56. What is the smallest integer? Select one: a. 9 b. 11 C. 5 O d. 17 Abe is three years older than Jen. Two years ago, the sum of their ages was 47. If we let x be Abe's present age and y be Jen's age, which system best represents finding Abe's age now? Select one: a. O b. y=x+3 {(x- (x − 2) + (y − 2) = 47 x = y + 3 {(x-2) (x − 2) + (y − 2) = 47 0 (x = y + 3 O d. (2x + 2y = 47 x = y + 3 (x−y) - 2 = 47
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