- Instructor: Mahad Salad
- Lectures: 117
- Students: 6
- Duration: 30 days
Calculus1 (Differential Calculus) is the introductory course of Calculus as it covers all the essential topics and is vital for any students wishing to pursue a degree in Science, Engineering, Mathematics, Computer science, Business, and Physical sciences. In this course in Calculus1 you will learn various differentiation rules that will allow you to find derivatives without the direct use of the limit definition. We will first learn how to find the derivative of polynomials and natural exponential functions. Then we will shift gears and learn how to apply the product and quotient rule. We will then learn how to find the derivative of trigonometric functions. After that, we will learn how to use the chain rule to find the derivative of more complicated functions.
We will then learn how to differentiate via implicit differentiation. We will follow up with derivatives of inverse Trigonometric Functions and logarithmic functions and so on. After going over these videos you should be armed with the basic skills necessary to find the derivative of various functions. In this course, you will get over 120 videos specifically designed to cover all of the material in Calculus1 explained in Somali language. The most important part is that this course and videos makes Calculus1 easy! Using the Content you can pick and choose the topics that are causing you the most difficulty and find the videos easily in numerical order.
This course of Calculus1 there are also many standard example questions so you can practice what you have learned and a step by step solution procedure which will teach you strategies to tackle various types of problems. So what are you waiting for? Start to register today and be the master of Calculus1. We would be honored if you would join by clicking “Enroll Now. 100% Risk Free.”
See you inside!
Please keep in touch, let us know how we are doing and if there is anything extra we can provide to assist you with your learning of Calculus1.
Koorsadaan waxa ay ka kooban tahay cutub walba oo aad uga baahato Differential Calculus, waxayna fure iyo horudhac u tahay calculuc-ka, waxayna aad iyo aad muhiim ugu tahay ardeyda dooneysa inay bartaan Science, Civil Engineering, Chemical Engineering, Electrical Engineering, Industrial Engineering, Petroleum Engineering, Mathematics, Computer science, Business, and Physical sciences.
Koorsadaan waxa aad ku baran doontaa hababka kala duwan ee loo sameeyo differentiation-ka loona helo derivatives-ka Polynomials-ka and Natural Exponential Functions-ka,
Trigonometric Functions-ka, Logarithmic Functions-ka, Inverse Trigonometric Functions-ka, Explicit Functions-ka, Implicit Functions-ka, iyo waliba sida lagu helo derivatives-ka Functions-ka aadka u adag.Waxaan kale oo aan ku baran doonaa xeerarka product rule, quotient rule iyo waliba chain rule-ka i.w.m.
Inshaa allah marka aad koorsadaan dhameysato waxaad awood u yeelan doontaa inaad sameyn karto oo aad soo heli karto derivatives-ka Functions-ka kala duwan oo dhan.
Koorsadan waxa ay ka kooban tahay 120 video oo si fiican oo faahfaahsan loogu sharxay luqada af Soomaaliga, waxayna isugu xigxigaan hab wanaagsan oo midba midka kale ku xiran.
Adiga oo isticmaalaya Tusmada (Contents) waxaad si fudud uga dooran kartaa cutub kasta iyo video kasta oo aad u baahan tahay iyo waliba meeshaad is leedahay waa ay kugu adag tahay.
Koorsadan waxa kale oo aad ka heleysaa tusaalooyin badan oo si talaabo talaabo ah kuugu sharxaaya habka ugu fudud ee loo xaliyo su’aalaha kala duwan ee Differential Calculus-ka.
Inshaa allaah kadib marka aad dhameysato koorsadan waxaa kaa hari doona fahan la’aantii iyo welwelkii aad ka qabtay Differential Calculus-ka.
Hadaba maxaad sugeysaa? Is diiwaangeli hada. Noqona qof macalin ku ah maadada Differential Calculus-ka.
Nala soo xiriir oo noo soo gudbi sida aad u aragto koorsadan iyo waliba wixii kale ee aan ku dari laheyn ama aan kaa caawin laheyn.
Mahadsanid.
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Overview
In this section we'll show you how this course has been structured and how to get the most out of it through content. We'll also show you first free video in order to look in our course
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Differential Calculus Part 1
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Lecture 2.11A Preview of Calculus35m
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Lecture 2.21B Preview of Calculus21m
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Lecture 2.31C Preview of Calculus25m
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Lecture 2.42A Finding Limits Graphically and Numerically25m
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Lecture 2.52B Finding Limits Graphically and Numerically27m
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Lecture 2.62C Finding Limits Graphically and Numerically25m
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Lecture 2.72D Finding Limits Graphically and Numerically30m
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Lecture 2.82E Finding Limits Graphically and Numerically33m
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Lecture 2.92F Finding Limits Graphically and Numerically
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Lecture 2.103A Evaluating Limits Analytically33m
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Differential Calculus Part 2
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Lecture 3.13B Evaluating Limits Analytically27m
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Lecture 3.23C Evaluating Limits Analytically29m
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Lecture 3.33D Evaluating Limits Analytically24m
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Lecture 3.43E Evaluating Limits Analytically29m
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Lecture 3.53F Evaluating Limits Analytically35m
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Lecture 3.64A Continuity and One Sided Limits27m
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Lecture 3.74B Continuity and One Sided Limits32m
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Lecture 3.84C Continuity and One Sided Limits34m
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Lecture 3.94D Continuity and One Sided Limits31m
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Lecture 3.104E Continuity and One Sided Limits33m
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Differential Calculus Part 3
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Lecture 4.14F Continuity and One Sided Limits33m
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Lecture 4.24G Continuity and One Sided Limits34m
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Lecture 4.35A Infinite Limits37m
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Lecture 4.45B Infinite Limits24m
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Lecture 4.55C Infinite Limits26m
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Lecture 4.65D Infinite Limits27m
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Lecture 4.75E Infinite Limits19m
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Lecture 4.86A The Derivative and the Tangent Line Problem26m
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Lecture 4.96B The Derivative and the Tangent Line Problem29m
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Lecture 4.106C The Derivative and the Tangent Line Problem28m
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Differential Calculus Part 4
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Lecture 5.16D The Derivative and the Tangent Line Problem35m
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Lecture 5.26E The Derivative and the Tangent Line Problem29m
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Lecture 5.36F The Derivative and the Tangent Line Problem33m
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Lecture 5.46G The Derivative and the Tangent Line Problem36m
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Lecture 5.57A Differentiation Rules and Rates of Change34m
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Lecture 5.67B Differentiation Rules and Rates of Change31m
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Lecture 5.77C Differentiation Rules and Rates of Change35m
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Lecture 5.87D Differentiation Rules and Rates of Change27m
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Lecture 5.97E Differentiation Rules and Rates of Change26m
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Lecture 5.108A Product and Quotient Rule and Higher Order Derivatives31m
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Differential Calculus Part 5
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Lecture 6.18B Product and Quotient Rule and Higher Order Derivatives29m
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Lecture 6.28C Product and Quotient Rule and Higher Order Derivatives29m
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Lecture 6.38D Product and Quotient Rule and Higher Order Derivatives27m
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Lecture 6.48E Product and Quotient Rule and Higher Order Derivatives30m
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Lecture 6.58G Product and Quotient Rule and Higher Order Derivatives33m
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Lecture 6.69A Chain Rule and Derivative of Logarithmic Function31m
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Lecture 6.79B Chain Rule and Derivative of Logarithmic Function32m
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Lecture 6.89C Chain Rule and Derivative of Logarithmic Function30m
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Lecture 6.99D Chain Rule and Derivative of Logarithmic Function36m
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Lecture 6.109E Chain Rule and Derivative of Logarithmic Function31m
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Differential Calculus Part 6
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Lecture 7.19F Chain Rule and Derivative of Logarithmic Function24m
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Lecture 7.29G Chain Rule and Derivative of Logarithmic Function21m
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Lecture 7.310A Implicit Differentiation30m
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Lecture 7.410B Implicit Differentiation30m
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Lecture 7.510C Implicit Differentiation28m
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Lecture 7.610D Implicit Differentiation28m
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Lecture 7.711A Derivatives of Invere Functions(ma shaqaynayo)30m
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Lecture 7.811B Derivatives of Invere Functions33m
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Lecture 7.911C Derivatives of Invere Functions25m
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Lecture 7.1011D Derivatives of Invere Functions27m
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Differential Calculus Part 7
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Lecture 8.111E Derivatives of Inverse Functions31m
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Lecture 8.212A Related Rates and Application Problems28m
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Lecture 8.312B Related Rates and Application Problems31m
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Lecture 8.412C Related Rates and Application Problems25m
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Lecture 8.512D Related Rates and Application Problems28m
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Lecture 8.612E Related Rates and Application Problems22m
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Lecture 8.713A Newton’s Method27m
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Lecture 8.813B Newton’s Method30m
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Lecture 8.913C Newton’s Method35m
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Lecture 8.1014A Extrema on an Interval28m
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Differential Calculus Part 8
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Lecture 9.114B Extrema on an Interval28m
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Lecture 9.214C Extrema on an Interval31m
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Lecture 9.314D Extrema on an Interval32m
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Lecture 9.414E Extrema on an Interval26m
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Lecture 9.514F Extrema on an Interval28m
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Lecture 9.615A Rolle’s Theorem nad Mean Value Theorem29m
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Lecture 9.715B Rolle’s Theorem nad Mean Value Theorem28m
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Lecture 9.815C Rolle’s Theorem nad Mean Value Theorem27m
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Lecture 9.915D 1 Rolle’s Theorem nad Mean Value Theorem19m
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Lecture 9.1015D 2 Rolle’s Theorem nad Mean Value Theorem19m
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Differential Calculus Part 9
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Lecture 10.116A Increasing and Decreasing and First Derivative Test30m
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Lecture 10.216B Increasing and Decreasing and First Derivative Test30m
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Lecture 10.316C Increasing and Decreasing and First Derivative Test30m
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Lecture 10.416D Increasing and Decreasing and First Derivative Test30m
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Lecture 10.516E Increasing and Decreasing and First Derivative Test(mashaqaynayo)30m
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Lecture 10.617A Concavity and Second Derivative Test29m
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Lecture 10.717B Concavity and Second Derivative Test26m
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Lecture 10.817C Concavity and Second Derivative Test22m
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Lecture 10.917D Concavity and Second Derivative Test28m
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Lecture 10.1017E Concavity and Second Derivative Test28m
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Differential Calculus Part 10
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Lecture 11.118A Limits at Infinity and Horizontal Asymptotes31m
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Lecture 11.218B Limits at Infinity and Horizontal Asymptotes27m
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Lecture 11.318C Limits at Infinity and Horizontal Asymptotes31m
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Lecture 11.418D Limits at Infinity and Horizontal Asymptotes25m
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Lecture 11.518E Limits at Infinity and Horizontal Asymptotes30m
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Lecture 11.619A Graph and Curve Sketching36m
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Lecture 11.719B Graph and Curve Sketching37m
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Lecture 11.819D Graph and Curve Sketching34m
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Lecture 11.920A Optimization Problems30m
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Lecture 11.1020B Optimization Problems28m
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Differential Calculus Part 11
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Lecture 12.120C Optimization Problems(mashaqaynayo)30m
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Lecture 12.220D Optimization Problems31m
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Lecture 12.320E Optimization Problems30m
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Lecture 12.420F Optimization Problems16m
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Lecture 12.520G Optimization Problems33m
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Lecture 12.620H Optimization Problems33m
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Lecture 12.721A Optimization Problems for Business and Economics27m
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Lecture 12.821B Optimization Problems for Business and Economics21m
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Lecture 12.921C Optimization Problems for Business and Economics35m
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Lecture 12.1022A Differentials and Linear or Tangent Line Approximation30m
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Differential Calculus Part 12