- #1
QuantumTheory
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Sorry for my ignorance, I am learning calculus on my own now and am 17. I understand it, but of course I can't say that since I can't do any of the problems. I am working on factoring right now, which takes practice. And I haven't taken trig. But I am interested in it, nevertheless.
My question is this. When I was in math i always got A's. And science was my good area too.
I always asked my algebra teacher math questions, namely, caluclus questions
She told me that there are infinite number of numbers between 1 and 2
Is this true? Secondly, would this be a correct limit for it?
Between 1 and 2, there are an infinite amount of numbers.
1…1.5…1.9…1.99..1.99..1.999..etc
Lim f(x)
1 -> ∞ = 2
thanks
My question is this. When I was in math i always got A's. And science was my good area too.
I always asked my algebra teacher math questions, namely, caluclus questions
She told me that there are infinite number of numbers between 1 and 2
Is this true? Secondly, would this be a correct limit for it?
Between 1 and 2, there are an infinite amount of numbers.
1…1.5…1.9…1.99..1.99..1.999..etc
Lim f(x)
1 -> ∞ = 2
thanks