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Density theorem | Between any two real numbers there exist a rational number | Bsc.

Density theorem | Between any two real numbers there exist a rational number | Bsc.

by Cheena Banga | Calculus, Properties of real numbers and bounds, Real Analysis

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Continuity of a function | definition | continous function | pdf

Continuity of a function | definition | continous function | pdf

by Cheena Banga | Calculus, Limit and Continuity

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(1+1/ax)^bx= e^b/a Infinite Limits | Example 4,5,6 | Calculus | Bsc | pdf

(1+1/ax)^bx= e^b/a Infinite Limits | Example 4,5,6 | Calculus | Bsc | pdf

by Cheena Banga | Calculus, Limit and Continuity

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Infinite Limits | Example 3 | Calculus | Bsc | pdf

Infinite Limits | Example 3 | Calculus | Bsc | pdf

by Cheena Banga | Calculus, Limit and Continuity

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Infinite Limits | Example 2 | Calculus | Bsc | pdf

Infinite Limits | Example 2 | Calculus | Bsc | pdf

by Cheena Banga | Calculus, Limit and Continuity

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Infinite Limits | Example | Calculus | Bsc | pdf

Infinite Limits | Example | Calculus | Bsc | pdf

by Cheena Banga | Calculus, Limit and Continuity

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Infinite limits Definition | bsc sem 1 | limit and continuity | Calculus spectrum puchd

Infinite limits Definition | bsc sem 1 | limit and continuity | Calculus spectrum puchd

by Cheena Banga | Calculus, Limit and Continuity

Infinite limits Definition | bsc sem 1 | limit and continuity | Calculus spectrum puchd calculus 1 spectrum by sharma...

limit x tends to ∞ (1+1/x)^x = e | proof | infinite limit | bsc | limit and continuity

limit x tends to ∞ (1+1/x)^x = e | proof | infinite limit | bsc | limit and continuity

by Cheena Banga | Calculus, Limit and Continuity

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limit x tends to 0 (a^x-1)/x = Log a| Proof | limit of a function | bsc | limit and continuity

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by Cheena Banga | Calculus, Limit and Continuity

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limit x tends to 0 (1+x)^1/x = e | proof | limit of a function | bsc | limit and continuity

limit x tends to 0 (1+x)^1/x = e | proof | limit of a function | bsc | limit and continuity

by Cheena Banga | Calculus, Limit and Continuity

limit of (1+x)^(1/x) as x approaches 0 constant e limit identity find the limit (1+x)^(1/x)