Question #169232

find the differential equation 𝑦=2A𝑥^4+4B𝑥^3−6C𝑥^2+5D𝑥 +11E


1
Expert's answer
2021-03-09T14:47:58-0500

𝑦′=(2A𝑥4+4B𝑥3−6C𝑥2+5D𝑥+11E)′=(2A𝑥4)′+(4B𝑥3)′−(6C𝑥2)′+(5D𝑥)′+(11E)′=8Ax3+12Bx2−12Cx+5D.𝑦'=(2A𝑥^4+4B𝑥^3−6C𝑥^2+5D𝑥 +11E)'=\\(2A𝑥^4)'+(4B𝑥^3)'−(6C𝑥^2)'+(5D𝑥 )'+(11E)'=\\8Ax^3+12Bx^2-12Cx+5D.


Need a fast expert's response?

Submit order

and get a quick answer at the best price

for any assignment or question with DETAILED EXPLANATIONS!

Place free inquiry
Calculate the price
Learn more about our help with Assignments: Differential Equations

Comments

No comments. Be the first!
Our fields of expertise
Submit Your Assignment. We Can Do It.
LATEST TUTORIALS
APPROVED BY CLIENTS
" Assignmentexpert.com " is a name that MUST remember when you have a project in mathematics, even if that project is related to an advanced course!
Canada #331389 on Nov 2022