(Medals!!!!!!!!!!!!!!!!!)
Members of a marching band will be arranged in rows and columns for their performance. There must be a least 4 people in each row and each column. For example, if the band members can be arranged in a rectangle that is 9 by 8 or 18 by 4, what is the total number of rectangular formations possible for the band?

Question

(Medals!!!!!!!!!!!!!!!!!)
Members of a marching band will be arranged in rows and columns for their performance. There must be a least 4 people in each row and each column. For example, if the band members can be arranged in a rectangle that is 9 by 8 or 18 by 4, what is the total number of rectangular formations possible for the band?

anonymous · Answer

Three. That's what I got. 
4x18, 6x12, and 8x9? 
Cus there are 72 people in the band.

anonymous · Answer

You really think that's the answer?

anonymous · Answer

YES THAT'S THE ANSWER WHY?

anonymous · Answer

Because, these numbers that you multiply is isn't in the question.

anonymous · Answer

THEY ARE

anonymous · Answer

Like, I mean, there's 3 ways to multiply.

anonymous · Answer

@mth3v4 Do you know to solve this?

anonymous · Answer

Umm, I guess.

anonymous · Answer

But we can try that, though.

anonymous · Answer

Just because the topic says "Inverse Variation"

anonymous · Answer

o nv then