Asked by Claire
Hi Please can you help
Find the particular solution of the differential equation from f(x)=(x^2-6x+23)^(3/2)for which y=2 when x = 1, and then give this particular solution in explicit form?
Am I correct that the following is the explicit form (not confident).
2^2=(4/81)(1^2-6(1)+23)^(3/2)+d
d = 4/3(3-2¡Ì2)
d ¡Ö 0.228764
thank you in advance for any help
regards Claire
Find the particular solution of the differential equation from f(x)=(x^2-6x+23)^(3/2)for which y=2 when x = 1, and then give this particular solution in explicit form?
Am I correct that the following is the explicit form (not confident).
2^2=(4/81)(1^2-6(1)+23)^(3/2)+d
d = 4/3(3-2¡Ì2)
d ¡Ö 0.228764
thank you in advance for any help
regards Claire
Answers
Answered by
MathMate
There are certain characters we do not see with encoding Western 8859-1.
If you could specify the encoding (of characters) you use to access Internet, or use Western ISO8859-1, we would be able to see all the characters.
Also, I do not see a y' or dy/dx in the differential equation. Could you please check?
If you could specify the encoding (of characters) you use to access Internet, or use Western ISO8859-1, we would be able to see all the characters.
Also, I do not see a y' or dy/dx in the differential equation. Could you please check?
Answered by
medina
Find the explicit formula and the three terms in the sequence after the last one given.
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