A concert promoter needs to make $43,100 from the sale of 1780 tickets. The promoter charges $20 for some tickets and $35 for the others. Let x represent the number of $20 tickets and y represent the number of $35 tickets. (a) Write an equation that states that the sum of the tickets sold is 1780.       (b) Write a formula for how much money is received from the sale of $20 tickets? $        (c) Write a formula for how much money is received from the sale of $35 tickets? $        (d) Write an equation that states that the total amount received from the sale is $43,100.       (e) Solve the equations simultaneously to find how many tickets of each type must be sold to yield the $43,100. x  =    y  =

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter2: Linear Equations
Section2.1: Writing Equations
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A concert promoter needs to make $43,100 from the sale of 1780 tickets. The promoter charges $20 for some tickets and $35 for the others. Let x represent the number of $20 tickets and y represent the number of $35 tickets.

(a) Write an equation that states that the sum of the tickets sold is 1780.
 
 
 


(b) Write a formula for how much money is received from the sale of $20 tickets?
 
 
 


(c) Write a formula for how much money is received from the sale of $35 tickets?
 
 
 


(d) Write an equation that states that the total amount received from the sale is $43,100.
 
 
 


(e) Solve the equations simultaneously to find how many tickets of each type must be sold to yield the $43,100.
x  =   
y  =   
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