What is the integrating factor for the equation linear equation xy' + y = 6x² A. Ex B. ln x C. x D. x² What is the general solution of the equation xy' + y = 6x² A. x²y - 3x³ = C B. x²y + 3x = C C. xy² + 3x = C D. xy - 2x³ = C The differential equation 2xyy' = y² - x² is A. Linear B. homogeneous C. separable D. exact The solution to the differential equation in the previous problem represents a family of A. circles * B. ellipses C. Parabolas D. hyperbolas
What is the integrating factor for the equation linear equation xy' + y = 6x² A. Ex B. ln x C. x D. x² What is the general solution of the equation xy' + y = 6x² A. x²y - 3x³ = C B. x²y + 3x = C C. xy² + 3x = C D. xy - 2x³ = C The differential equation 2xyy' = y² - x² is A. Linear B. homogeneous C. separable D. exact The solution to the differential equation in the previous problem represents a family of A. circles * B. ellipses C. Parabolas D. hyperbolas
What is the integrating factor for the equation linear equation xy' + y = 6x² A. Ex B. ln x C. x D. x² What is the general solution of the equation xy' + y = 6x² A. x²y - 3x³ = C B. x²y + 3x = C C. xy² + 3x = C D. xy - 2x³ = C The differential equation 2xyy' = y² - x² is A. Linear B. homogeneous C. separable D. exact The solution to the differential equation in the previous problem represents a family of A. circles * B. ellipses C. Parabolas D. hyperbolas
Please answer these question using differential equation but the last question just answer thank you
Transcribed Image Text:What is the integrating factor for the
equation linear equation xy' + y = 6x²
A. Ex
B. ln x
C. x
D. x²
What is the general solution of the equation
xy' + y = 6x²
A. x²y - 3x³ = C
B. x²y + 3x = C
C. xy² + 3x = C
D. xy - 2x³ = C
The differential equation 2xyy' = y² - x² is
A. Linear
B. homogeneous
C. separable
D. exact
The solution to the differential equation in
the previous problem represents a family of
A. circles *
B. ellipses
C. Parabolas
D. hyperbolas
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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