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integral sinx.sin(cosx) dx | class 12 exercise 7.2 integral sinxsin(cosx) dx

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Evaluate  lim(x→0) (3x+sinx)/x to | limit x tend to 0 (3x+sinx)/x

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Evaluate limit h tends to 0 ((2+h)^3 -8)/h | lim(h→0) ((2+h)^3-8)/h

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Evaluate  lim(x→1) sin(logx)/(x-1) | limit x tend to 1 sin(logx)/(x-1) using l hospital rule

0:04:56

integral xsinx dx | class 12 maths chapter 7 exercise 7.6 question 1 x sinx dx

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Evaluate limit h tends to 0 ((4+h)^2 -16)/h

0:05:33

Evaluate  lim(x→0) sinx/(x+sinx) | limit x tend to 0 sinx/(x+sinx)

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limit x tend to pi/2 sin(cosx)/cosx

0:10:05

Evaluate  lim(x→0) (4^3x - 3^2x)/x | limit x tend to 0 (4^3x -3^2x)/x

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Evaluate lim( x to 2 ) (x^(3)-8)/(x^(4)-16) | limit x tend to 2 (x^3-8)/(x^4-16) ( 0/0 form )

0:04:33

Evaluate lim(x→2) (x^4 -16)/(x-2) | limit x tend to 2 (x^4-16)/(x-2)

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Evaluate lim(x→2) (x^3 -8)/(x-2) || limit x tend to 2 (x^3-8)/(x-2)

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Evaluate limit as x approaches 2 (x^3-8)/(x^2-4) | limit x tend 2 (x^3-8)/(x^2-4) indeterminate form

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Evaluate  lim(x→0) (ax+xcosx)/bsinx || limit x tend 0 (ax+xcosx)/bsinx class 11 maths chapter 12

0:06:57

Evaluate lim(x→0) (a^x - b^x)/sinx | limit x tend to 0 (a^x-b^x)/sinx use l hospital rule

0:03:55

Evaluate  lim(x→0) (x+sinx)/tanx || limit x tend 0 (x+sinx)/tanx

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Evaluate lim(x→0) (1/sinx)-(1/x) | limit x tend to 0 (1/sinx -1/x) indeterminate form use l hospital

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Evaluate limit x tend to pi/4 (1-tanx)/(sinx-cosx) | lim x→pi/4 (1-tanx)/(sinx-cosx)

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Evaluate  lim(x→0) (sinx+log(1-x))/x^2 || limit x tend to 0 (sinx+log(1-x))/x^2 l hospital rule use

0:03:02

Evaluate limit x tend to e (logx-1)/(x-e) indeterminate form using l hospital rule

0:04:20

Evaluate limit x tend to infinity (e^x)/x^2

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Evaluate limit x tend to 0 sinx.logx indeterminate form using l hospital rule

0:02:59

integral ((logx)^2)/x dx | class 12 chapter 7 exercise 7.2 question 2 integral (logx)^2/x dx

0:01:49

integral 2x/1+x^2 dx