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Class 12

MATHS

DIFFERENTIATION

Updated On: 30-4-2021

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Transcript

Time | Transcript |
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00:00 - 00:59 | hello very happy f and G are the functions who is Graph Search soon as let us is equal to of ji of x and x is equal to Z of GX now we can say that this is the function of GX this is the graph of GS and this is the graph of effects and we have to find the value of 1 nw dash one now we have given us is equal to AP of ji of X and w x is equal to Z of GF x now if we differentiate this you actually get your ex is equal to dash of ji of X into Jeete shop x now |

01:00 - 01:59 | abhi ab to find the value of you dash 1 so you dash 1 is equal to dash ga1 in 2011 and is equal to react differentiate this w w x w x is equal to dash of gx120 shop X and Y have to find the value of www11 call to Girish of g120x of one so you to find the sum of ji so we can see that you dash 1 + 1 is equal to take common one from both the get Jignesh |

02:00 - 02:59 | 15-4101 + 0-0 of one now from graph we can see that the value of Z one is 3 vs we can see that Jivan is equal to 3 not be put the value of Jeevan we get ji dash 14-3-3 now where to find the value Jitesh 1303 now from here we go to find the value of a address sorry 0-1 we get from here find slope to so 1 is equal to |

03:00 - 03:59 | zero minus 3 upon 2 minus 1 its value is equal to minus 3 so by putting the value of n is equal to minus 3 minus 3 root 2 find the value of f Test 3 for me and we can see that this line is the left if function to find the value of a 3 week to see find the slope of the flag so dash 3 is equal to 3 minus 4 upon 6 - 2 from where we can see that minus 1 by 4 Nawab now we put the value of this is minus 1 by 4 + not find a value |

04:00 - 04:59 | 3V 5v can find the value of Judiciary from this line so ji dash is equal to 3 minus zero upon 6 - 2 that is equal to 3 by 4 9 by putting the value of 3 that is 3 by 4 9 by solving we get minus 3 Y to so this is the answer I hope you guys like it thank you |

Definition and geometric meaning.

Differentiation by first principle: sin x

What is chain rule explanation?

Differentiation of inverse function by chain rule

Differentiation by substitution

Differentiation Of Implicit Functions

Find differentiation of

Find differentiation of

Derivation of all well known results

Diffrentiate

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