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solving mathematical equation

$10-30 USD

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Publicado hace alrededor de 4 años

$10-30 USD

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integrate between limits 0 and d50〖1/(√2π *dp* ln GSD) exp[-〖{ln(dp )-ln(MMD)}〗^2/(2〖{ln(GSD)}〗^2 )]ddp 〗 Please note the upper limit is zero (0) while the lower limit is d50. The square root covers only 2pi. After solving please test result against known variables given as MMD=19; GSD= 1.4; d50=8.25; Expected result=99.3%. Also MMD=13; GSD=1.7; d50=4.85; Expected result=96.8%. The above information are contained in the attachment. Thanks
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Activo hace 4 años

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10 freelancers están ofertando un promedio de $23 USD por este trabajo
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Hi, Im an Engineer and an expert in Mathematics. I can provide 100 % accurate solutions for your requirement. Let the professionals deal with this. Thanks
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Hi I am a chemical engineer my thesis was modeling of particulate processes so I am familiar with the terms used in your problem. I have five years of experience in numerical analysis, mathematical modeling and optimization techniques. please contact me
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Greetings Sir, I am Irfan Marwat a PhD Mathematics Student having more than 6 years of teaching experience in different prestigious Educational institutions. I have a significant level of knowledge and experience in teaching Mathematics, Statistics and statistical analysis too. I have been providing my excellent services on different freelancing platforms for more than 3 years, which includes Mathematics, Statistics and Statistical analysis related services. I got great response and admiration from clients. I have checked your project and the topic Integration you have mentioned are easy task for me I have been teaching these for last 6 years. so I got the command and excellent understanding of it. It's our day to day tasks which we face on a daily basis. So if you are looking for a highly qualified and experienced Professional, Then I the best choice for you. Thanks & Best wishes. Irfan Marwat
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I was the top graduate in my applied math university degree, and I currently work as a research engineer for a large automotive company.
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Hey I can solve your math equation ,just share your deadline through the chat box.I am young and very energetic, also I have reasonable experience in the field of writing. I can manage multiple writing tasks including; Business and Engineering. I am new on this forum and I need less than a half-chance to prove myself. This is my first experience on this website and I have gathered huge success in past 2 years in this industry by providing top-ranked solutions as well as friendly environment to my clients. Waiting to hear you!
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Hello, I am mechanical engineer.I have very deeply knowledge in any part of mathematics. I can solve partial and differential equations, calculus(indefinite and definite integrals, derivative) matrix calculus, statistical analysis, fouirer, wavelet and laplace analysis and transformation. I can describe and interpret solutions of any analysis. I can predict and I know in advanced how solution will be. I can solve hard engineering problems, linear and nonlinear control system. I can solve any MECHANICAL VIBRATION PROBLEM single deegre of freedom and multi deegreem of freedom, STRUCTURAL(STATICS, MECHANICS OF MATERIALS) PROBLEM, MODAL ANALYSIS, FLUID MECHANICS. I have knowledge in Matlab, Simulink and Mathematica. I have knowledge in FEM. I can solve S in Ansys and Abaqus. I have advanced knowledge in 3D CAD MODELLING. I know how to model in SOLIDWORKS, CREO and NX.I have basic knowledge in Mastercam, Solidcam and hyperMill. I know to program in c and python. I can start today. I speak fluently English.t
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I'm currently a third-year student in IIIT JABALPUR . I want to teach mathematics for 9th,10th,11th and 12th student and also those who want to prepare for competitive exams like IIT JEE. Relevant Skills and Experience I'm currently a third-year student in IIIT JABALPUR and I want to teach mathematics for 9th,10th,11th and 12th student and also those who want to prepare for competitive exams like IIT JEE.
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I know very well
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Bandera de NIGERIA
Lagos, Nigeria
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Miembro desde abr 4, 2020

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