helperid1839321

It rounds them to infinity, which it shouldn't be doing ... unless you are dividing one number by a number extremely small in multiplicative comparison. Either way, all calculators have limits, and some will say "math error" if there is a number too big for it to handle, such as \(\pm googol^{\pm 1}\)on some scientific calculators. You are still right - infinity is not the correct answer for anything, as long as it is not 1/0.

Arithmetic Sequence: t(n) = m*n + b (Linear)

t(6) = 8

t(10) = 13

t difference = 4

output difference = 5

m = 1.25

6*1.25=7.5

8-7.5 = 0.5

t(n)=1.25n + 0.5

Sequences start at one. I am taking a shortcut on this by using a formula I know to quickly take the sum of any numbers in sequence:

0.5*4 = 2

(4² + 4)/2 * 1.25 = 12.5

12.5 + 2 = 14.5

Answer is g

What you said wasn't stupid at all - as a matter of fact, it sounds like you thought a lot about it.

I'm pretty sure the mods like it, too.

nm it didn't need it

Never mind what I posted here is no longer relevant.

As she can split her candy bars into any fraction, she can technically share them with infinite kids.

*NOTE: Don't say infinity. infinity isn't a number. I think of it as a concept - always bigger than the biggest number calculable or memorable or storable in any way, shape, or form.

10^-3= 0.001, so we can make our equation: 0.001x=38.35. If we multiply each side of the equation by 1000, we get x=38,350.

This is a math forum, and the poster is a serious user.  seriously doubt he would post a joke like that unless it was somehow indicated to be a joke thread.

There are 4 that have 1 entry point from the C, and you can't use the middle C, because if you get there, there is nothing to go to: 4(1*1*3) makes 12 (you have to move diagonally away, then vertical, then you are at the middle and can go diagonally or horizontal, making 3 possibilities.)

Starting from the middle outside: 4(2 + 10 = 12) = 48.

Staring from the top and bottom center: 2(2 + 3 + 3 + 2 = 10) = 20.

I'm getting 80, but I feel like I did the last one wrong.