Examples of indeterminate form 0/0
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This page is about the indeterminate form 0/0 - a special case of the division by zero.
The files below show functions r(x), g(x) and their quotients m(x)=r(x)/g(x), c(x)=g(x)/r(x).
Derivatives are drawn in the same color as their function, but thinner.
r(0)/g(0) = r'(0)/g'(0)
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(coth(x)) / (1/x) |
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r'(0) = g'(0) = 0 and r(0)/g(0) = r"(0)/g"(0)
editr(x) = cosh(x) - 1, g(x) = sinh2(x)
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r(x) = cosh(x) - 1, g(x) = sin2(x)
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r(x) = cos(x)-1, g(x) = x2
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r(x) = cos(x) - 1, g(x) = sinh2(x)
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r(x) = cos(x) - 1, g(x) = sin2(x)
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r(x) = cos(x) - 1, g(x) = cosh(x) - 1
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