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homework math on (maple)
Bid Request Id: 4032
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Description:
discrete math
should be done on( maple)
collage work
Deliverables:
the instructor gave us about 12 math question to do on maple
topic discrete math please if you think you can do something like that you can Email me and i will get the question for you if we agree on everything
it includes the following
1.-add the binary numbers:111010 +11101
2.-convert the fraction 0.132 to first 8 bit of the binary fraction and then back to dicimal.
3.-prove by mathematical induction that 7^n+1 - 3n +2 divisible by 4 n>=0
4.-prove by mathematical induction that
1^2 *1+2^2*3+3^2*5+...+n^2 (2n-1)=(1/6) n(n+1)(n+1)(3n^2 +n-1) for n>=1
5.-prove by mathematical induction that
1/2! +2/3! +3/4! +...n/(n+1)=1- 1/(n+1) n >=1
his is U down
6.-either prove or disaprove the set equality (A -B)U(B-A)=(AUB) ^ (-A U -B) the dash - is not on top A B
7.- prove or disaprove the corresponding propositional logic equivalence
(a ^ b )V(-a ^ b)---------(a V b) ^ (-a V -b) dash - mean not
please use notation of Boolean algebra explain each step by the law you use
8.- use resolution to simplify the conjuctive to normal form and usung Boolean algebra .
c=(x+y+z)*(x+y+not z)*(x+ not y+ z)*(not x +y +z)
Special Conditions / Other:
10 / 30/01
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Bidding/Comments:
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Bid Amount
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Date |
Coder Rating |
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N/A
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Oct 23, 2001
12:07:49 PM EDT
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8.18
(Very Good)
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HI,
Send me the questions I will help you out.
Regards
Mani K |
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This bid was accepted by the buyer!
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$27 (USD)
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Oct 27, 2001
3:37:34 PM EDT
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8.18
(Very Good)
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HI,
I will do it for you within the time you specified. You donot have to worry. I have made the bid, the amount is negotiable. Let me know the amount you feel fair.
Regards,
Mani K |
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