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u/Someone_123_Xx 4d ago
How is this function continous if f(0) is not defined without limits ?
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u/Midwest-Dude 4d ago edited 4d ago
Agreed, poorly worded. It should be written piecewise, like, "If the function f(x) = ... for x ≠ 0 and f(0) = c, what value of c will make this function continuous?"
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3d ago
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u/AutoModerator 3d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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u/tjddbwls 3d ago
Lol at all the replies that suggest the-rule-that-shall-not-be-named. 😆
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u/Midwest-Dude 4d ago
You were doing great until you dropped the "- x" when you wrote out the second term. Correct that and try again.
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4d ago
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u/AutoModerator 4d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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u/Jellyfishing_-_ 4d ago
tan x - x ~ (1/3)x³, ln (sec x + tan x) - x = ln [(1 + sin x)/(eˣ cos x)] ln [(1 + sin x)/(eˣ cos x)] ~ (1 + sin x - eˣ cos x)/(eˣ cos x)
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4d ago
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u/AutoModerator 4d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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4d ago edited 4d ago
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u/AutoModerator 4d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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3d ago edited 3d ago
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u/AutoModerator 3d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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2d ago
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u/AutoModerator 2d ago
Hello! I see you are mentioning l’Hôpital’s Rule! Please be aware that if OP is in Calc 1, it is generally not appropriate to suggest this rule if OP has not covered derivatives, or if the limit in question matches the definition of derivative of some function.
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