New: calculusAll contenthive-129948hive-196917krzzanhive-166405hive-183959hive-185836steemhive-180932hive-150122hive-188619photographyhive-184714hive-183397hive-144064hive-101145uncommonlabhive-145157hive-193637bitcoinhive-103599hive-193186krsuccesshive-113376hive-103393TrendingNewHotLikerscarlos84 (72)in hive-109160 • yesterdayHow is the intersection area of two curves intersecting at more than two points calculated?Due to the behavior of the cubic function and the quadratic function, when these types of polynomial functions intersect they do it in more than two points, therefore the intersection area results…carlos84 (72)in hive-109160 • 7 days agoCalculate daily oil production using absolute value inequalitiesAn oil well when in production has a controlled flow of oil and natural gas from the producing reservoir in the subsurface to the surface, however this production during the day may have some…carlos84 (72)in hive-109160 • 14 days agoCan a quadratic mathematical model be constructed from a table of consumer price index data as a function of time?Hello friends and followers of STEM content, this time I want to explain how to generate a quadratic mathematical model from a data table, in this case the data table is: CPI stands for…carlos84 (72)in hive-109160 • 17 days agoFind the break-even point between sales and production costs of a productHello friends and followers of STEM content. In this opportunity I want to explain the way in which you can solve a problem where you are asked to find the break-even point between the sales that…carlos84 (72)in hive-109160 • 22 days agoCan a discontinuous function on a closed interval be integrable on that interval?There is a theorem of the calculus that you can look up in Larson's book Volume I, theorem 4.4 and it is on page 307 that goes like this: Theorem 4.4: Continuity implies integrability If…carlos84 (72)in hive-109160 • 25 days agoFind the area under f(x) by solving a neperian logarithm integral.Hello friends and followers of STEM content, this time I want to explain how to calculate the area under the curve of a rational function by means of an integral that is solved by the neperian…carlos84 (72)in hive-109160 • 28 days agoEvaluating the growth of a tree with the calculation of an indefinite integralImage source Hello friends and followers of stem content, this time I want to explain how you can evaluate the growth of a tree knowing the growth rate when its height depends on time, for this…carlos84 (72)in hive-109160 • last monthCan the relative extrema of a function be found by means of the second derivative criterion?Hello friends and followers of STEM content, in this post as usual I want to explain a topic of differential calculus, in this are the reasons why we can calculate the relative extrema of a function…carlos84 (72)in hive-109160 • last monthOptimization problem by means of the derivative of a function: Calculation of a minimum lengthImage source Hello friends and followers of STEM content, this time I want to explain a form of optimization by applying the derivative, for it will be proposed to solve an exercise of real life…carlos84 (72)in hive-109160 • last monthDetermine the point or points where f(x) has a horizontal tangentWhat do we find when we derive a function f(x)? According to the geometric interpretation of the derivative of a function f(x) is that when we derive a function and evaluate it at a point (x;y)…carlos84 (72)in hive-109160 • last monthFind the equation of the line that is tangent to f(x) at a given pointHello friends and followers of STEM content. In this opportunity I am going to explain how we can calculate the equation of the line that is tangent to a real function at a given point. As data…carlos84 (72)in hive-109160 • last monthVertical asymptote or avoidable discontinuity?Hello friends and followers of STEM content, this time I want to explain an exercise of infinite limits, with which we will learn if when a function approaches a number (a) and f(x) results in…jacabhobes (29)in calculus • 7 months agoCalculus, 9th Edition by James Stewart: An In-Depth Resource for Students in the USA and CanadaCalculus 9th Edition James Stewart is a pivotal textbook for students in the USA and Canada, offering a comprehensive exploration of calculus concepts and their applications. Renowned for its clear…ukedubirdie (27)in education • 8 months agoEssential Calculus Concepts Every College Freshman Should KnowImagine starting your first college calculus class only to be overwhelmed by unfamiliar terms and complex problems. For many freshmen, calculus can seem like an insurmountable challenge. In fact, a…mes (67)in hive-196037 • 8 months agoBlackbody Radiation Questions 3,4: Comparing Planck's Law to Rayleigh-Jeans Law for the SunIn this video I graph out the blackbody radiation energy density for the Sun using both Planck's Law and the classical Rayleigh-Jeans Law. At high wavelengths, both models are similar but at low…brianwong (53)in hive-180932 • 9 months ago微积分的历程古希腊时期：古希腊数学家阿基米德和尤几里德对无穷小量和曲线的性质进行了初步的研究，这为微积分的发展奠定了基础。 牛顿与莱布尼茨：17世纪，牛顿和莱布尼茨几乎同时独立地发明了微积分学。牛顿将微积分用于物理学中的力学和天文学问题，而莱布尼茨则将其用于分析几何和解决曲线问题。他们分别发展了微积分的核心概念，如导数和积分，并建立了微积分的基本原理和符号表示法。…zyrly13 (25)in weijifen • 10 months ago什么是微积分？看完清楚明了！微积分（Calculus）是研究函数的微分、积分以及有关概念和应用的数学分支。微积分是建立在实数、函数和极限的基础上的。微积分最重要的思想就是用"微元"与"无限逼近",好像一个事物始终在变化你不好研究,但通过微元分割成一小块一小块,那就可以认为是常量处理,最终加起来就行。 微积分学是微分学和积分学的总称。…hyetta (36)in health • last yearMeteorism, Dental Calculus, Excess Saliva & ZincIf you suffer from one or all of above mentioned, maybe try supplementing with some zinc.mes (67)in hive-196037 • last yearReview Question 12: Binomial SeriesIn this video I over a quick recap on the binomial series, its radius of convergence, and its binomial coefficients. A binomial series is an infinite series for the function (1 + x)k where k is any…mes (67)in hive-196037 • last yearReview Question 11: Table of Maclaurin SeriesIn this video I quickly go over a list of common Maclaurin series and their radius of convergence. The first series is for the function 1/(1-x), then ex, sin x, cos x, arctan x, and finally ln(1+x).…
