Based on Problem 2, we have the two equations3HK = -p and H3 + K3 = -qSolve for K in 3HK = -p and substitute into H3 + K3 = -q.Then show thatH = C3 -q2+ Bq24+ p3/27
Based on Problem 2, we have the two equations3HK = -p and H3 + K3 = -qSolve for K in 3HK = -p and substitute into H3 + K3 = -q.Then show thatH = C3 -q2+ Bq24+ p3/27
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter49: Achievement Review—section Four
Section: Chapter Questions
Problem 11AR: In Exercises 11 and 12, solve for the unknown and check each of the combined operations equations....
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Question
Based on Problem 2, we have the two equations
3HK = -p and H3 + K3 = -q
Solve for K in 3HK = -p and substitute into H3 + K3 = -q.
Then show that
H = C
3 -q
2
+ B
q2
4
+ p3/27
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