Find an integrating factor of the form x”yin and solve the following equation (12 + 5 xy) dx + (6 xy-1 + 3×2 dy = 0

First order and second order deferential equations

Find an integrating factor of the form x”yin and solve the following equation (12 + 5 xy) dx + (6 xy-1 + 3×2 dy = 0

Let y be a function of x. identify (do not solve) the following equations as homogenous or/and Bernoulli. Give a clear and detailed reason for your answer. A) -(y2 + x, I x2 + y2 )dx + xydy = 0 B) (y3x+y)dx+dy =0

Let y be a function of x. Identify (do not solve) the following equations as separable, linear, exact, having an integrating factor that is a function of either x alone or y alone, or neither. Give a clear and detailed reason for your answer.
A) (2y2 + 2y + 4×2)dx + (2xy + x)dy = 0 B) (y2 +2xy)dx – x2 ydy = 0

The post Find an integrating factor of the form x”yin and solve the following equation (12 + 5 xy) dx + (6 xy-1 + 3×2 dy = 0 appeared first on Essay Lane.

CLAIM YOUR 50% OFF TODAY

X
Don`t copy text!
WeCreativez WhatsApp Support
Our customer support team is here to answer your questions. Ask us anything!
👋 Hi, how can I help?