Calculus

Parin Sir > Quantitative Aptitude (Maths) > Calculus

Aug

Examples :

1 If xe^xy – y = sin²x. Differentiating both the sides with respect to x.

Soln.

Posted in: Examples(2) of calculus,

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Aug

Examples(3) of calculus

Examples :–

1 Evaluate $\int\frac{e^x}{1+e^{\mathrm{2x}}} \ dx$ .

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16

Aug

Index of Calculus
1. Formulas

2. Functions

3. Interval

4. I…

Posted in: Index of Calculus,

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16

Aug

Indefinite Integration
Indefinite Integration

I. If for the function g (x) defined on interval I ⊂ R ,

∀ x ∈ I , \frac{d}{dx} g ( x )   = f …

Posted in: Indefinite Integration,

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16

Aug

Working Rules
IV Working Rules : –

If f   and   g   are differentiable on ( a , b ) and ∀ x…

Posted in: Working Rules,

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16

Aug

Some Basic Results
III Some Basic Results : –

( c ) = 0   ;   Where   c is a constant function.

2. $\frac{d}{dx}$

Posted in: Some Basic Results,

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16

Aug

Examples of calculus
Examples :

1 Find : $\begin{matrix}lim\\x\rightarrow 0\\\end{matrix}$

Posted in: Examples of calculus,

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16

Aug

Limit of a Sequence
Limit of a Sequence

$\begin{matrix}lim\\n\rightarrow\infty\\\end{mat... </p> <div class=$

Posted in: Limit of a Sequence,

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16

Aug

Lemma
☼ Lemma :

$\mapsto 0 < \theta < \frac{\pi}{2}$

Posted in: Lemma,

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16

Aug

Infinite Interval
☼ Infinite Interval :–

( a , ∞ ) = { x / x > a, x ∈ R }

Posted in: Infinite Interval,

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