Viewing profile — tannrckb
tannrckb
HN member- Joined
- Mon, Aug 05, 2019, 2:31 AM UTC
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- 149
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About tannrckb
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Recent public activity
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Comment #20681204
Nervos Network is: https://www.nervos.org Yes, we're hiring. Check out Angel list: https://angel.co/company/nervos-1/jobs
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Comment #20611856
If it's a curve, that means that the growth rate of the function is itself changing. And using the approach of finding slopes of lines incrementally closer to the tangent line thro…
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Comment #20611601
To find the slope of a line tangent to a point (x, f(x)) on a line, you can "draw" a secant line through two points (x, f(x)) and (x+h, f(x+h)). Then, identify the slope of the lin…
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