Do you think very large or very small numbers really exist in real life?Justify.
Answers
Answer:
we can't find the very large number or very small number sot they are beyond my thinking now
Answer:
We came up with equations like x−5=0, what is x?, and the naturals solved them (easily). Then we asked, "wait, what about x+5=0?" So we invented negative numbers. Then we asked "wait, what about 2x=1?" So we invented rational numbers. Then we asked "wait, what about x2=2?" so we invented irrational numbers.
Finally, we asked, "wait, what about x2=−1?" This is the only question that was left, so we decided to invent the "imaginary" numbers to solve it. All the other numbers, at some point, didn't exist and didn't seem "real", but now they're fine. Now that we have imaginary numbers, we can solve every polynomial, so it makes sense that that's the last place to stop.
Step-by-step explanation:
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