Eliminate the arbitrary constant z=ax+by+ab
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How do you find the arbitrary constant?
Step-by-step explanation:
The value of this first arbitrary constant ( c 1) can be found by applying the condition y″(1) = 73: Thus, y″ = 70 x 3/2 + x −2 + 6 x − 4. The value of this arbitrary constant ( c 2) can be found by applying the constraint y′(1) = 37.
Therefore, y′ = 28 x 5/2 − x −1 + 3 x 2 − 4 x + 11.
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