Question

46. Solve (y+z) dx + dy + dz=0
(A) y+z= Ae*
(B) y= Ae
(C) z =Ae
(D) None​

Answer 1

Answer:

d

Step-by-step explanation:

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Answer 2

Answer:

Answer no d none is the correct

Step-by-step explanation:

Description for Correct answer:

(y+z)dx+dy+dz=0(y+z)dx+dy+dz=0

⇒dx+dy+dzy+z=0⇒dx+dy+dzy+z=0

⇒dx+d(y+z)y+z=0⇒dx+d(y+z)y+z=0

Integrating,

x+log(y+z)=logcx+log⁡(y+z)=log⁡c

x=logcy+zx=log⁡cy+z

ex=cy+zex=cy+z

y+z=ce−xy+z=ce−x