The general solution of the differential equation
$(3 y-7 x+7) d x+(7 y-3 x+3) d y=0$ is
- A
$(x-y+1)^2(x+y-1)^5=C$
- B
$(x+y+1)^5(x-y-1)^2=C$
- C
$(x-y-1)^2(x+y-1)^5=C$
- D
$(x+y-1)^7=C$
✓ Correct answer: C
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The general solution of the differential equation
$(3 y-7 x+7) d x+(7 y-3 x+3) d y=0$ is
$(x-y+1)^2(x+y-1)^5=C$
$(x+y+1)^5(x-y-1)^2=C$
$(x-y-1)^2(x+y-1)^5=C$
$(x+y-1)^7=C$
Want the full step-by-step reasoning?
Question ID #184079 · NewNcert