Consider a curve y=f(x)We know that dy/dx = f ‘ (x) Now What is the geometrical meaning of dy/dx ?

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mahima pareek · Answer

it refers to the very very small interval of that postion w.r.t itself. Limiting the change in time to 0 sec.

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Consider a curve y=f(x)We know that dy/dx = f ‘ (x) Now What is the geometrical meaning of dy/dx ?

Consider a curve y=f(x)We know that dy/dx = f ‘ (x) Now What is the geometrical meaning of dy/dx ?

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Consider a curve y=f(x)We know that dy/dx = f ‘ (x) Now What is the geometrical meaning of dy/dx ?

Consider a curve y=f(x)We know that dy/dx = f ‘ (x) Now What is the geometrical meaning of dy/dx ?

1 Answers

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Other Related Questions on Differential Calculus

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