Multivariate and Integral Calculus
38 videos • 1,483 views • by Maham Mathematician
1
Limit's||Exercise#12.2||Q#(1-10)||When Limit Exists Part 01
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2
Limit's||Exercise#12.2||Q#(17-20)|| When Limit doesn't Exist Part 03
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3
Limit's||Exercise#12.2||Q#(21-24)||use polar coordinates when limit doesn't Exist Part 04
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4
Limit's||Exercise#12.2||Q#(11-16)||When Limit doesn't Exist Part 02
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5
Partial derivatives||Exercise#12.3||Q#(7-20)||using derivatives rules Part 06
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6
Partial derivatives||Exercise#12.3||Q#(1-6)||using derivatives rules Part 05
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7
Partial derivatives||Ex#12.5||Q#(1-6)||Using chain rule Part 01
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8
Partial derivatives||Ex#12.5||Q#(7-11)||Using chain rule Part 02
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9
Partial derivatives||Ex#12.5||Q#(15-22)||Using chain rule Part 03
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10
Integrations||Ex#13.1||Q#(13)||Using Multiple Integrals techniques Part 01
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11
Integrations||Ex#13.1||Q#(14-16)||Using Multiple Integrals techniques Part 02
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12
Integrations||Ex#13.1||Q#(17,18,20)||Using Multiple Integrals techniques Part 03
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13
Integrations||Ex#13.1||Q#(19)||Using Multiple Integrals techniques Part 04
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14
Double Integral||Ex#13.3||Q#(23)||Using Evaluation theorem for double integral Part 01
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15
Double Integral||Ex#13.3||Q#(24-26)||Using Evaluation theorem for double integral Part 02
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16
Double Integral||Ex#13.3||Q#(21,22,27)||Using Evaluation theorem for double integral Part 03
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17
Double Integral||Ex#13.3||Q#(28-30)||Using Evaluation theorem for double integral Part 04
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18
Multiple Integral||Ex#13.3||Q#(13,15)||Use polar co-ordinates to evaluate the integral Part 01
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19
Multiple Integral||Ex#13.3||Q#(17,19)||Use polar co-ordinates to evaluate the integral Part 02
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20
Multiple Integral||Ex#13.3||Q#(21,23,14)||Use polar co-ordinates to evaluate the integral Part 03
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21
Multiple Integral||Ex#13.3||Q#(16-24)even||Use polar co-ordinates to evaluate the integral Part 04
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22
Primitive Period||Ex#8.1||Q#1(i&ii)||Using Periodic functions definition Part 01
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23
Primitive Period||Ex#8.1||Q#1(iii-v)|| Using Periodic functions definition Part 02
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24
Odd & Even function||Ex#8.1||Q#(2-3)||Using Basic definitions Part 03
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25
Decompose the function into sum of one odd & other even||Ex#8.1||Q#4|| Using definitions Part 04
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26
Check wether the function Odd, Even or None||Ex#8.1||Q#5(i)||Using Basic definitions Part 05
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27
Fourier Series||Ex#8.1||Q#(6-9)||Using Basic definitions Part 07
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28
Check wether the function is Odd, Even or None||Ex#8.1||Q#5(ii-iii)||Using Basic definitions Part 06
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29
Fourier Series||Ex#8.1||Q#10||Using formula of an & bn Part 01
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30
Fourier Series||Ex#8.1||Q#(11-12)||Using formula of an & bn Part 02
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31
Fourier Series||Ex#8.1||Q#13||Using formula of an & bn Part 03
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32
Fourier Series||Ex#8.1||Q#(14-15)||Using formula of an & bn Part 04
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33
Exercise#14.2||Evaluation of Line integral||Question#(13,14,15(c),17,18)||By swokowski....
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34
Exercise#14.2||Evaluation of Line integral||Question#(13,14,15(c),17,18)||by swokowski Part 02
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35
Exercise#14.4||Green's theorem||Question#(1)||With logical explanation||By swokowski Part 01
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36
Exercise#14.4||Green's theorem||Question#(1-3)||With logical explanation||By swokowski Part 02
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37
Exercise#14.4||Green's theorem||Question#(5)||With logical explanation||By swokowski...Part 01
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38
Exercise#14.4||Green's theorem||Question#(4,7)||With logical explanation||By swokowski... Part 02
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