Calculate intersection angle, intersection angle of functions, intersection angle between functions, slope

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Published on Jun 5, 2020

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Intersection angle between functions, intersection angle of functions, slope, slope angle, intersection point of functions, intersection angle, intersection angle, angle intersection point, setting up tangent equation, tangent equation, equation of the tangent, tangent to curve, tangent equation, tangent function, function equation tangent to curve, tangent at point, tangent at position, tangent at position, tangent at point, function equation, setting up function of the tangent, tangent to curve, tangent point of tangency, straight line equation tangent, straight line equation, straight line function calculate slope angle, slope angle of a function, slope, derivative, angle, arctan, slope of a function, angle, slope angle, geometry, derivative, angle, slope, percent, degrees, tangent, arctangent, derivative rules, conversion, slope of a function explanation, slope explanation, introduction slope of a function, slope of a function introduction, example slope of a function, calculation slope function, calculate slope, slope of a function calculate, slope angle of a function, angle of a function, slope angle, derivative, derivation, differential calculus, differentiation, derivative rules, constant rule, power rule, factor rule, differential quotient, difference quotient, increase of a function, math, tutoring, math tutoring, learning aid, learning video, explanatory video, free, online, learn, repeat, matrix, matrices, upper secondary school, middle school, high school diploma, high school diploma, four-hour math, exam, exams, preparation, high school diploma preparation, simple, quick, explained, linear algebra, university, uni, high school ---------------------------------------------------------- DESCRIPTION The angle of intersection of two functions is the angle at which the tangents of the two functions that are placed at the intersection point intersect. It is calculated as the smaller value of alpha - beta and 180-alpha - beta. Alpha and beta are the slope angles of the two tangents ----------------------------------------------------------- CHAPTER 0:00 Introduction 0:19 Definition of intersection angle 1:25 Example task 1:55 Procedure 3:25 Example procedure ----------------------------------------------------------- YOUTUBE If you liked the video, I would be pleased if you subscribe to Mister Mathe! ----------------------------------------------------------- INSTAGRAM @Mister.Mathe ----------------------------------------------------------- #intersectionangle, #intersectionpoint, #angle, #tangentequation, #tangent, #contactpoint, #function, #math, #functionequation, #slopeangle, #slope, #calculateslope #function, #calculateslope, #slopeangle, #derivative, #derivative, #differentialcalculus, #differentiation, #derivativerules, #constantrule, #powerrule, #factorrule, #differentialquotient, #differencequotient, #increase

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