Question

On one day at a local minigolf course, there were 414 customers who paid a total of $3,780. if the cost for a child is$9 per game and the cost for an adult is $12 per game, write a system of equations to model this scenario, where x represents the number of children and y represents the number of adults who played that day. x y = 414 12x 9y = 3780 x y = 414 9x 12y = 3780 x y = 3780 12x 9y = 414 x y = 3780 9x 12y = 414 Answers 1. The equation of the given statement: B. x + y = 414, 9x + 12y = 3780 The correct option is B. ### What is linear equation? One or two variables are all that are present in a linear equation. No variable in a linear equation is multiplied by a number larger than one or utilized as the denominator of a fraction. When you identify two values that together make a linear equation true and plot those two values on a coordinate grid, all of the points fall along the same line. ### According to the given information: total number of customer = 414 total paid = 3780 the cost for a child per game is =$9
the cost for an adult per game is =  $12 so, first equation will be: x represents the number of children y represents the number of adults x + y = 414 second equation is : x represents the number of children y represents the number of adults total paid = 3780 the cost for a child per game is =$9
the cost for an adult per game is =  $12 9x + 12y = 3780 The equation of the given statement: B. x + y = 414, 9x + 12y = 3780 To know more about linear equation visit: #SPJ4 I understand that the question you are looking for is: On one day at a local minigolf course, there were 414 customers who paid a total of$3,780. if the cost for a child is $9 per game and the cost for an adult is$12 per game, write a system of equations to model this scenario, where x represents the number of children and y represents the number of adults who played that day.
A. x + y = 414 , 12x + 9y = 3780
B. x + y = 414, 9x + 12y = 3780
C. x + y = 3780 ,12x + 9y = 414
D. x + y = 3780, 9x + 12y = 414