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| Evenly Periodic (Posted on 2008-06-16) |
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The function H(s) is integrable with a period of 2. It is also known that H(s) is an even function.
The function M(y) is such that:
y
∫ H(s) ds = M(y), and:
0
M(1) = B, where B is a nonzero real constant.
Determine the value of M(7) – M(4) in terms of B.
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Submitted by K Sengupta
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Rating: 2.0000 (1 votes)
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Solution:
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(Hide)
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Refer to the solution submitted by Steve Herman in this location.
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Note:
Following the methodology in terms of the above solution, it can be observed that:
M(N) = N*B, whenever N is a positive integer.
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