07 Jan The constant of integration
Module 7 – Discussion: Application CIN Problems
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In the discussion area, solve your two custom application problems using the concepts you have learned. Apply your CINs in the bracketed spaces (the first digit is [a], the second digit is [b], and so forth.)
Problems
The constant of integration can be found if you know one point on the curve. For the following problem, find the constant of integration. These problems may be easier if you have worked problem #13 from the MML HW Mod 7.
Find the constant of integration, C if:
y=\int\left(9x^2+2x-\left[b\right]\right)y=∫(9×2+2x?[b]) dx and the curve passes through the point ([a], [e]).
Find the constant of integration, C if:
y=\int12x\left(x^2+3\right)^5 dx and the curve passes through the point ([c], [d]).
Grading: This posting will be graded out of 100 points. If you receive an unsatisfactory grade, you may rework and repost the problem. You may receive help from your classmates or look at their postings to see where you went wrong. You may continue working on this posting until the last day of the current module.
This topic was locked Mar 23 at 10:59pm.
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