Asked by ThatImNeverChangingWhoIAm
Find the constant of variation, K,for y = -8 varies directly when x = 12.
Write an inverse variation to model the situation and answer the question. Two rectangular fields have the same area. One measures 75yd by 60yd. If the other has a length of 75yd, what is its width?
Write an inverse variation to model the situation and answer the question. Two rectangular fields have the same area. One measures 75yd by 60yd. If the other has a length of 75yd, what is its width?
Answers
Answered by
Steve
we know that y=kx, so use that with the known values of x and y:
-8 = k*12
k = -2/3
The area is Width*Length. So,
WL=k
That means you want W such that
75W = 75*60
W=60
Huh? If the length of both fields is the same, where's the difficulty? I suspect a typo
-8 = k*12
k = -2/3
The area is Width*Length. So,
WL=k
That means you want W such that
75W = 75*60
W=60
Huh? If the length of both fields is the same, where's the difficulty? I suspect a typo
Answered by
tisky
^^^
think they got a bit confused. variation is just y÷x, or in this case (-8)÷12=-2/3
think they got a bit confused. variation is just y÷x, or in this case (-8)÷12=-2/3
Answered by
tisky
oops nvm, i read it wrong and didn't realize there were two questions
Answered by
lil_bb
K= -2/3
-8/12=-2/3
Y=(-2/3)x
-8/12=-2/3
Y=(-2/3)x
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