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inversely think divides
x=k/v
where k is the constant of variation

use (x,v)=(48,8) to find the constant k

v = k/x
8 = k/48
8*48 = k

k = 384

Now,
v = k/x
Taking v as 64 and k as 384
v = k/x
64 = 384/x
64x = 384
x = 384/64

Okay. I see what you are saying.

64 times 6 is equal to 384

Therefore, x would 6.

Getting it?

x = y^2/k

2 = 10^2/k

2 = 100/k
2k = 100
k = 100/2
k = 50

It would be 50

I think I made a mistake.

I am understanding better. But my answer choices are a. X=16 b. X=5 c. X=80 d. X=100

What are your options?

Those are my options.

Wait!
Its
x = k/y^2

x is 4 and y is 10

4 = k/10^2
4 = k/100
4*100 = k
400 = k

Now, we have to find x but y is given as 2..
Can you find x ??
k = 400 and y = 2

So, do I divide?

x = k/y^2

k is 400 and y is 2

So, my answer is d?

Yes absolutely right...
Good Job..

Thank you!!!!

A. 6889 square feet
B. 6885 square feet
C. 110,224 square feet
D. 27,556 square feet

So, it is A and I was right the first time?

Yes...!

Thank you! I am understanding much much better.

:)