Calculus by swokowski & Sm yousaf
60 videos • 450 views • by Maham Mathematician
1
Exercise#2.4||Evaluation of limit||Question#(1-3)||With logical explanation||By swokowski...Part 01
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Exercise#2.4||Evaluation of limit||Question#(4-8)||With logical explanation||By swokowski...Part 02
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3
Exercise#2.4||Evaluation of limit||Question#(9-17)||With logical explanation||By swokowski. Part 03
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4
Exercise#2.4||Evaluation of Limits||Question#(18-33)||With logical explanation||By swokowski.Part 01
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5
Exercise#2.4||Evaluation of Derivatives||Question#(33-53)||With logical explanation||By swokowski..
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6
Exercise#2.4||Evaluation of Derivatives||Question#(53-57)||With logical explanation||By swokowski...
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7
Exercise#2.5||Use Chain rule to differentiate||Question#(1)||With logical explanation||By swokowski
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8
Exercise#2.5||Use Chain rule to differentiate||Que#(2-6)||With logical explanation||By swokowski....
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9
Exercise#2.5||Evaluation of derivatives||Question#(7-15)||With logical explanation||By swokowski...
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10
Exercise#2.5||Evaluation of derivatives||Question#(16-20)||With logical explanation||By swokowski...
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11
Exercise#2.8||Find general formula for ∆y,,dy,,∆x and dx||Question#(9)||Calculus by swokowski...
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12
Exercise#2.8||Find general formula for ∆y,,dy,,∆x and dx||Question#(9-12)||Calculus by swokowski....
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13
Exercise#2.8||Find general formula for ∆y,,dy,,∆x and dx||Question#(13-18)||Calculus by swokowski..
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14
Exercise#2.6||Find the equation of line which is tangent to Plane||Que#(43)||Calculus by swokowski..
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15
Exercise#2.6||Find the equation of line which is tangent to Plane||Que#(45)||Calculus by swokowski..
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16
Exercise#2.6||Find the equation of line which is tangent to Plane||Q#(44,46)||Calculus by swokowski.
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17
Exercise#2.6||Find the equation of the tangent and normal line||Q#(47,48)||Calculus by swokowski....
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18
Exercise#4.1||Integration||Evaluate the integration||Question#(1-3)||Calculus by swokowski..Part 01
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19
Exercise#4.1||Integration||Evaluate the integration||Question#(4-13)||Calculus by swokowski.Part 02
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20
Exercise#4.1||Integration||Evaluate the integration||Question#(13-20)||Calculus by swokowski Part 03
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21
Exercise#4.1||Integration||Evaluate the integration||Question#(20-34)||Calculus by swokowski Part 04
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22
Exercise#4.1||Integration||Evaluate the integration||Question#(35-40)||Calculus by swokowski Part 01
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23
Exercise#4.1||Integration||Evaluate the integration||Question#(41-48)||Calculus by swokowski Part 02
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24
Exercise#4.1||Integration||Evaluate the integration||Question#(49-51)||Calculus by swokowski Part03
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25
Exercise#4.1||Integration||Evaluate the integration||Question#(52-56)||Calculus by swokowski Part 04
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26
Exercise#4.2||Evaluate the integration using given substitution||Que#(1-8)||Calculus by swokowski...
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27
Exercise#4.2||Evaluate the integration using given substitution||Que#(9-15)||Calculus by swokowski
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28
Exercise#4.2||Evaluate the integration using given substitution||Que#(17-24)||Calculus by swokowski
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29
Exercise#4.2||Evaluate the integration using given substitution||Que#(25-29)||Calculus by swokowski
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30
Exercise#4.2||Integration||Evaluate the integration||Question#(29-34)||Calculus by swokowski Part 01
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31
Exercise#4.2||Integration||Evaluate the integration||Question#(35-42)||Calculus by swokowski Part 02
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32
Exercise#4.2||Integration||Evaluate the integration||Question#(43-48)||Calculus by swokowski Part 03
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33
Ex#4.4||Evaluation of Riemann sum for left,right and mid end points||Q#(5)||Calculus by swokowski...
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34
Ex#4.4||Evaluation of Riemann sum of left,right and mid end points||Q#(6-7)||Calculus by swokowski..
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35
Ex#4.4||Evaluation of Riemann sum for left,right and mid end points||Q#(8-10)||Calculus by swokowski
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36
Exercise#4.4||Evaluation of Limits||Question#(11-15)||Calculus by swokowski||Part 04
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37
Exercise#7.3||Trigonometric substitution||Question#(1)||Calculus by swokowski Part 01
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38
Exercise#7.3||Trigonometric substitution||Q#(5-7)||With logical explanation||Calculus by swokowski..
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39
Exercise#7.3||Trigonometric substitution||Q#(8-10)||With logical explanation||Calculus by swokowski.
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40
Ex#1.1||Complex numbers||Questions of principal argument||logical explanation||Calculus by sm yousaf
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41
Ex#1.1||Complex numbers||Question#(1-6)||Express number in polar coordinates||Calculus by sm yousaf.
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42
Ex#1.1||Complex numbers||Que#(7-10)||Express number in cartesian coordinates||Calculus by sm yousaf.
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43
Exercise#1.2||Complex numbers||Question#(1)||Express the number in a+ib||Calculus by sm yousaf Part1
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44
Exercise#1.2||Complex numbers||Question#(2-3)||Simplify the expression||Calculus by sm yousaf Part 2
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45
Exercise#1.2||Complex numbers||Question#(3-5)||Powers of complex number||Calculus by sm yousaf Part3
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46
Exercise#1.2||Complex numbers||Question#(5-7)||Powers of complex number||Calculus by sm yousaf Part4
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47
Exercise#1.2||Complex numbers||Question#(8)||Find the root of equation||Calculus by sm yousaf Part01
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48
Exercise#1.2||Complex numbers||Question#(9)||Find the root of equation||Calculus by sm yousaf Part02
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49
Exercise#1.2||Question#(10)||Express the following in the series of cos&sin||Calculus by sm yousaf..
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50
Exercise#1.2||Question#(10)||Express the following in the series of cos&sine||Calculus by sm yousaf
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51
Exercise#1.2||Q#(11-13)||Express the following in the series of cos&Sine||Calculus by sm yousaf..
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52
Exercise#3.1||Q#(7-8)||Find the extreme of f on given interval||Calculus by swokowski Part 01
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53
Exercise#3.1||Q#(11-25)||Find the Critical number in the expression||Calculus by swokowski Part 02
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54
Exercise#3.3||Q#(1-3)||Find the local extrema of f on given interval||Calculus by swokowski Part 01
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55
Exercise#3.3||Q#(17-22)||Find the local extrema of f & subinterval||Calculus by swokowski Part 02
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56
Exercise#3.4||Q#(1-4)||Apply the second derivative test on given f||Calculus by swokowski Part 03
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57
Ex#5.1||Sketch region bounded by graphs of equation & find the area||Q#(5-16)||Calculus by swokowski
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58
Ex#5.1||Sketch region bounded by graphs of equation & find area||Q#(19-25)||Calculus by swokowski
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59
Ex#5.3||Sketch the region bounded by the graphs & find the volume||Q#(5-13)||Calculus by swokowski
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60
Ex#5.3||Sketch the region bounded by the graphs & find the volume||Q#(13-25)||Calculus by swokowski
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