Question

Using the rational equation below, as the number of batches produced, exceeds the break-even point, the cost per batch decreases approaching the zero.

Select one:
True
False

Answer 1

Dont take my work for it, but I believe the answer is false. Can someone else plz comfirm it...?

Answer 2

i think it is false to anyone else have an opinion

Answer 3

Because I might be wrong. I just want someone else to say it is false too.That will conclude it

Answer 4

if you have a fraction 2/x (which is what 20/10x simplifies to)
as we make x bigger, the fraction gets smaller.
example: x=2 we get 2/2= 1
x=2000, we get 2/2000 = 0.001 (definitely smaller)

Answer 5

so it is true

Answer 6

yes, based on their expression (but the expression does not make sense. However I assume they are really testing if you know that 1/x goes to zero as x gets large, and all the other stuff is just to confuse the issue)

Answer 7

well i guess it would make sense in real life

Answer 8

I can imagine candy bars getting cheaper to make if you make lots of them, but they have to cost something (never zero)

Answer 9

yes they can never be zero darn lol

Answer 10

But let's hope they are asking does 20/10x approach 0 as x approaches infinity
in which case the answer is yes.