Sports. In game 7 versus the San Antonio Spurs of the 2013 NBA Finals, the Miami Heat scored 95, in which there were free-throws (1point each), two-point shots (2 points each), and three-point shots (3 points each). The 95 points came from 47 times the ball went into the basket. The number of two-point shots made was twice the number of three-point shots made. a) Define your variables and write a system of equations that represent the situation. b) Solve algebraically, and clearly state the number of each type of shot made by the Spurs.

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter5: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 9P
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Sports. In game 7 versus the San Antonio Spurs of the 2013 NBA Finals, the Miami Heat
scored 95, in which there were free-throws (1point each), two-point shots (2 points each),
and three-point shots (3 points each). The 95 points came from 47 times the ball went
into the basket. The number of two-point shots made was twice the number of three-point
shots made.
a) Define your variables and write a system of equations that represent the situation.
b) Solve algebraically, and clearly state the number of each type of shot made by
the Spurs.
Transcribed Image Text:Sports. In game 7 versus the San Antonio Spurs of the 2013 NBA Finals, the Miami Heat scored 95, in which there were free-throws (1point each), two-point shots (2 points each), and three-point shots (3 points each). The 95 points came from 47 times the ball went into the basket. The number of two-point shots made was twice the number of three-point shots made. a) Define your variables and write a system of equations that represent the situation. b) Solve algebraically, and clearly state the number of each type of shot made by the Spurs.
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