If y = (x+ 1)(2x – vx), then y' will be 1 A. (x+1)(2 – Vx) + ( 2x 2Vx/ -) B. (x+ 1) + (2x – vx)(2 – Vx) c. (x+1)(2-) + (2x – v3) С. 2Vx D. (*+ 1)(2 - + (2x - ) + ( 2x 2vx
If y = (x+ 1)(2x – vx), then y' will be 1 A. (x+1)(2 – Vx) + ( 2x 2Vx/ -) B. (x+ 1) + (2x – vx)(2 – Vx) c. (x+1)(2-) + (2x – v3) С. 2Vx D. (*+ 1)(2 - + (2x - ) + ( 2x 2vx
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Transcribed Image Text:Ify %3D (x + 1)(2х -),
then y' will be
A. (x + 1)(2 – V) + (2x -)
В. (х+ 1) + (2х-v)(2 — Vx)
1
c. (x+1)(2- + (2x – v3)
х+ 1) (2
+ (2х — Vx)
С.
D. (x+1)(2–
D. (x+ 1)(2
+ [2х
2Vx/
2Vx
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