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Integral of 1/x²Using the integration formula the same rules apply, treat n as -2

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This calculus video tutorial focuses on the integration of rational functions that yield logarithmic functions such as natural logs. The techniques involve include integrating by substitution, long division, and splitting a fraction into multiple smaller fractions all of which will produce natural logarithms containing absolute value functions. This video contains plenty of examples and practice problems with u-substitution of indefinite integrals \u0026 Antiderivatives generating natural log functions.\n\nMy E-Book: https://amzn.to/3B9c08z\nVideo Playlists: https://www.video-tutor.net\nHomework Help: https://bit.ly/Find-A-Tutor\n\nSubscribe: https://bit.ly/37WGgXl\nSupport \u0026 Donations: https://www.patreon.com/MathScienceTutor\nYoutube Membership: https://www.youtube.com/channel/UCEWpbFLzoYGPfuWUMFPSaoA/join\n\nDisclaimer: Some of the links associated with this video may generate affiliate commissions on my behalf. As an amazon associate, I earn from qualifying purchases that you may make through such affiliate links.

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28/12/2016 · What is a definite integral? A definite integral, in two dimensions, gives the area that exists under a curve between two endpoints. For example, let us take the function f (x) = -x 2 +10 and the end points [-2, 2]. We could find the area under this curve using an indefinite integral. Integration is a very powerful tool that allows us to solve …

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MIT grad shows how to do integration using u-substitution (Calculus). To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35. Nancy formerly of MathBFF explains the steps.\n\nFollow Nancy on Instagram: https://instagram.com/nancypi\nTwitter: https://twitter.com/nancypi\n\nFor my video on the BASICS of INTEGRATION, jump to: https://youtu.be/e1nxhJQyLYI\n\nWith all u-substitution integration problems:\n\nThe FIRST STEP is to pick your \”u\”. The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an \”inside function\”). Set u equal to this x-expression.\n\nThe SECOND STEP is to find \”du\” by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include \”dx\” at the end of your du differential expression.\n\nThe THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).\n\nThe FOURTH STEP is to integrate, remembering to add \”+ C\” at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.\n\nThe LAST STEP is to \”back-substitute\” by replacing everywhere u appears with the x-expression that you chose u to be.\n\nFor more of my math videos, check out: http://nancypi.com

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MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36. Nancy formerly of MathBFF explains the steps.\n\nFor my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/8B31SAk1nD8\nFor my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/KKg88oSUv0o\n\nFollow Nancy on Instagram: https://instagram.com/nancypi\nTwitter: https://twitter.com/nancypi\n\n1) POWER RULE: If you’re integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that’s just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it’s very important to remember to add a constant of integration, to include a \”+ c\” at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.\n\n2) NEGATIVE \u0026 FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it’s best to rewrite the radical as a fractional power, and then use the Power Rule.\n\n3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c. \n\n4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you’re integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).\n\n5) TRIG \u0026 EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don’t see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.\n\nFor more of my math videos, check out: http://nancypi.com

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Definite integration Basics…How to integrate ???\nthere are some algebra behind rules of definite integration.\nUseful for Class 12 NCERT CBSE Solutions .\nit is imp topic of calculus.\nin integral calculus here we explained with some examples how to integrate a function with limits.\nIt is to bear in mind that in definite integral there are limited shortcuts , so its necessary to understand some basics of definite integration or so called as Antiderivatives.\nin this examples we used some formulas of integration to integrate And then Applied limits ie. Upper limit – Lower limit .\n\n► Hey, Subscribe to Channel ► ► ► 1 LIKE = Your Success :)\n\n————————————————————————————————-\n► Facebook Group ; https://goo.gl/oT8KDs\n► Facebook Page : https://goo.gl/fMK4w8\n► Whatsapp : 91 – 95 79 750 256\n————————————————————————————————-\n ヅヅヅ Thank you For Visiting on Mandhan Academy \n\nRef. Book Improve your Maths \nwith Tricks and Basics: : MY Affiliate – http://amzn.to/2o2M8Jb\n\nDo watch ヅ Videos at ur own pace and Do Share.\n\n►► VEDIC Maths Shortcut and TRICKS: ( Secret Maths Tricks )\n: https://goo.gl/TNv2Ld\n\n► HOW To Wake Up Early [ Tips and Scientific Methods ] \n : https://goo.gl/iy02Vt\n\n►► Permutation And Combination ( Tricks and Concepts )\n: https://goo.gl/yR0d9O\n\n► ►►Class 12 Integration Tricks And Formulas (Memorization Trick) \n : https://goo.gl/z8gB0h \n \n►► Inverse of A 3×3 Matirx (in 30 SECONDS : Shortcut) \n : https://goo.gl/MYYXlm \n \n► Matrices Multiplication (Easy Method) \n : https://goo.gl/AGSxZZ \n \n► ►Determinant of a 3X3 in just 5 sec.(Shortcut) Sarrus Rule \n : https://goo.gl/u0nkCO \n \n►►► Matrix 3×3 in 30 sec. { Fast trick in English} \n : https://goo.gl/Rq0OGj \n \n► ► Usain BOLT Biography in Hindi [Fastest MAN of Earth] \n : https://goo.gl/9JTUld \n \n► Integration By Parts LIATE : LIATE : UV Rule (JEE Main) \n : https://goo.gl/HBv9nb \n \n► ►Class 12 –Matrices ; Inverse of a 3×3 Matrix \n : https://goo.gl/2jvXPW \n \n► Class 10 [ Quadratic Equation ] – 5 methods for Factorisation \n : https://goo.gl/qCrhs6 \n \n► ►Differentiation Formulas [Memorization Trick] in just 2min. \n : https://goo.gl/P5c6Ot \n \n► Class 9 NCERT (Math) – Number System – Rationalisation \n : https://goo.gl/s65wkp \n \n►► Calculus Formulas [Memorization] Tricks in Hindi \u0026 English \n : https://goo.gl/nFFJ4Z

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14/01/2021 · Integration is the inverse operation of differentiation. It is commonly said that differentiation is a science, while integration is an art. The reason is because integration is simply a harder task to do – while a derivative is only concerned with the behavior of a function at a point, an integral, being a glorified sum, integration requires global knowledge of the function.

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What does it mean to \”integrate\” a psychedelic experience? What are some tips or guidelines for doing so? \n\nHere at MycoMeditations, we’ve witnessed the incredible healing power of #psilocybin mushrooms on countless occasions. But we also know that the medicine itself is only part of the healing journey. \n\nFollowing our #psychedelic experiences, we must work to understand, process, express, and ultimately embody the insights and breakthroughs gained in the tripspace. Psychedelic integration is the means by which our experiences are translated into actual changes in our everyday lives. \n\nSome guidelines for integration: \n1) Meditate and \”sit with\” the experience (1:45)\n2) Discuss the experience with someone trustworthy and supportive (3:39) \n3) Creatively express yourself (6:25)\n4) Operationalize your psychedelic experience with a plan for how to do so (8:10)\n\nThanks for watching, and mush love from the whole #MycoMeditations family!\n\nSubscribe, Like \u0026 Follow Our Other Channels!\n\nThe Psilocybin Chronicles\n►Apple – https://podcasts.apple.com/us/podcast…\n►Stitcher – https://www.stitcher.com/podcast/eric…\n\nSocial Media\n►Facebook: https://www.facebook.com/MycoMeditations\n►Instagram: https://www.instagram.com/mycomeditat…\n►Twitter: https://twitter.com/MycoMeditations\n\nFor more information on MycoMeditations Psilocybin-Assisted Retreats, visit our website:\nhttps://www.mycomeditations.com/\n\nThumbnail \u0026 Photography credit: Abbie Townshend Photography \nhttps://bit.ly/3gXcEfY

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A detailed walk-through of steps to merge and integrate single-cell RNA sequencing datasets to correct for batch effect in R using the #Seurat package. I hope you liked the video. I look forward to your comments under the comments section!\n\n1) Paper: \nModeling Hepatoblastoma: Identification of Distinct Tumor Cell Populations and Key Genetic Mechanisms through Single Cell Sequencing (scRNA-seq): https://www.ncbi.nlm.nih.gov/pmc/articles/PMC8426487/\n\n2) Data: \nGSE180665: https://www.ncbi.nlm.nih.gov/geo/query/acc.cgi?acc=GSE180665\n\n3) Link to code:\nhttps://github.com/kpatel427/YouTubeTutorials/blob/main/singleCell_integration.R\n\n4) Seurat Integration Vignette:\nhttps://satijalab.org/seurat/articles/integration_introduction.html\n\n5) Additional resources:\n‣ CCA method: https://www.cell.com/cell/fulltext/S0092-8674(19)30559-8?_returnURL=https%3A%2F%2Flinkinghub.elsevier.com%2Fretrieve%2Fpii%2FS0092867419305598%3Fshowall%3Dtrue#secsectitle0020\n‣ MNN method: https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6152897/\n‣ https://www.nature.com/articles/s41587-021-00895-7\n‣ https://satijalab.org/seurat/articles/integration_large_datasets.html\n‣ https://satijalab.org/seurat/archive/v3.0/integration.html\n‣ https://github.com/hbctraining/scRNA-seq/blob/master/lessons/06_SC_SCT_and_integration.md\n\nChapters:\n0:00 Intro\n0:21 Study design\n1:45 When to integrate?\n2:41 Types of integration\n4:17 Batch correction methods\n4:58 Downloading data\n7:27 Read data in R\n11:08 Merge Seurat objects\n14:20 QC and filtering\n20:26 Do we see batch effects in our data?\n23:07 Visualize merged data (before integration)\n25:26 Integration steps\n30:34 Visualize integrated data (after integration)\n32:03 Comparing UMAPs: before integration vs after integration\n\n\nTo get in touch:\nWebsite: https://khushbupatel.info/\nGithub: https://github.com/kpatel427\nEmail: [email protected]\n\n#bioinformagician #bioinformatics #seurat #integration #cca #R #genomics #beginners #tutorial #howto #omics #research #biology #ncbi #GEO #rnaseq #ngs

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