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Sagot :
The linear system equation of Plan 1 and Plan 2 is y = 50x + 3 and y = 50x + 10 and the cost for a month is $53 and $60 respectively.
What is the linear system?
It is a system of an equation in which the highest power of the variable is always 1. A one-dimension figure that has no width. It is a combination of infinite points side by side.
Given
Hayley is considering two gym membership plans.
Plan 1: $50 for a monthly pass and a $3 fee for each gym visit.
Plan 2: $10 for each gym visit.
Let x be the month and y be the total cost per month.
we know the equation y = mx + c
Where m be monthly pass and c be the fee for each gym visit.
For plan 1
y = 50x + 3
For a month the cost will be.
[tex]\rm y = 50*1 + 3\\y = 53[/tex]
The cost for a month is $53.
For plan 2
y = 50x + 10
For a month the cost will be.
[tex]\rm y = 50*1 + 10\\y = 60[/tex]
The cost for a month is $60.
Thus, the linear system equation of Plan 1 and Plan 2 is y = 50x + 3 and y = 50x + 10 and the cost for a month is $53 and $60 respectively.
More about the linear system link is given below.
https://brainly.com/question/20379472
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