Answer:
A. 25x + 40y = 12,250
Step-by-step explanation:
A. 25x+40y = 12,250
B. 40x+25y=12,250
C. x/25+y/40=12,250
D. x/40+y/25=12,250
Solution
Students membership fee = $25
Adult membership fee = $40
Total fees received by Al’s Athletic Club in the month of January = $12,250
The relationship between the number of student memberships x, and the number of adult memberships y, at Al’s Athletic Club for that month is
(Cost of students membership × number of students) + (Cost of adults membership × number of adults) = Total amount received by Al’s Athletic Club
(25 * x) + (40 * y) = 12,250
25x + 40y = 12,250
The equation [tex]25x+40y=12,500[/tex] represents the correct relationship.
Given, the no. of student memberships be represented by x and the number of adult memberships is represented by y.
The monthly membership fee for a student is $25.
The monthly membership fee for an adult is $40.
Al’s Athletic Club receives money for the month of January is $12,500.
We have to make an equation to represent the situation that the club receives total money,
The required equation is,
[tex]25x+40y=12,500[/tex].
Hence the equation [tex]25x+40y=12,500[/tex] represents the correct relationship.
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