Asked by Anonymous
Fencing is used to make a rectangular corral with length x feet and width y feet. Then more fencing is used to form a partition parallel to the length, splitting the corral into two pens of the same size. The total amount of fencing is 300 feet.
If the total amount of fencing is given by the equation 300 = 3x + 2y, solve this equation for y
I have to be honest I don't even know where to start with this problem. Any help would be appreciated
If the total amount of fencing is given by the equation 300 = 3x + 2y, solve this equation for y
I have to be honest I don't even know where to start with this problem. Any help would be appreciated
Answers
Answered by
mathhelper
Oh my, you are just solving a simple equation
300 = 3x + 2y
or
2y + 3x = 300
2y = 300 - 3x
y = (300 - 3x)/2
or
y = 150 - (3/2)x
300 = 3x + 2y
or
2y + 3x = 300
2y = 300 - 3x
y = (300 - 3x)/2
or
y = 150 - (3/2)x
Answered by
Anon
Oh I was confused, I thought they were looking for a specific number for y.
I'm just overthinking it I guess.
I'm just overthinking it I guess.
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