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itzia00
28.03.2020 •
Mathematics
The Fan Cost Index (FCI) tracks the average costs for attending sporting events, including tickets, drinks, food, parking, programs, and souvenirs. According to the FCI, a family of four in a certain city would spend a total of $1175.62 to attend three Major League Baseball (MLB) games and one National Football League (NFL) game. The family would spend $1237.54 to attend one MLB and two NFL games. Write and solve a system of equations to find the family's costs for each kind of game according to the FCI. MLB: $ NFL: $
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Ответ:
The equations for the situation are:
2B + N = 1175.62
B + 2N = 1237.54
It will cost the family $371.23 to watch major League of baseball
And $433.16 to watch a National football league
Step-by-step explanation:
According to the FCI, a family of four would spend a total of $1175.62 to attend two Major League Baseball (MLB) games and one National Basketball Association (NBA) game. The family would spend $1237.54to attend one MLB and two NBA games. Write and Solve a system of equations to find the family's costs for each kind of games according to the FCI.
Let B = Major League Baseball
Let N = National Football league
The Equation will be:
2B + N = 1175.62 ...eq1
B +2N = 1237.54 ...eq2
Multiply eq2 by 2 to get:
4B + 2N = 2357.42 ...eq3
Subtract eq2 from eq3
4B + 2N = 2357.42
-
B + 2N = 1237.54
3B = 1113.70
B = 1113.70/3
B = 371.23
Solving for N using eq1
2B + N = 1175.62
2(371.23) + N = 1175.62
742.46 + N = 1175.62
N = 1175.62 - 742.46
N = 433.16
Ответ:
= 30(e^.198026)^t
= 30(1.218994087)^t
approximately 21.90% every year