Can you complete the equation as at present it ends in a -...
2007-12-31 03:32:26
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answer #1
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answered by Anonymous
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No; there is insufficient information available. The best you could hope for is to express it a s a quadratic in the canonical form, and enter the coefficients into the quadratic formula.
2007-12-31 11:48:43
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answer #2
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answered by sparky_dy 7
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Dear Wallace,
Obviously ,something is missing in your
equation.If you let me make a guess,
I feel that your equation should take
the form:
[x+(a+b)/2]^2+[z-(a-b)/2]^2=0
Hence x=-(a+b)/2 and z=(a-b)/2
2007-12-31 11:48:31
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answer #3
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answered by katsaounisvagelis 5
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It actually got cut off as you can see by the "..."
Its actually:
x^2+z^2+(a+b)x-(a-b)z+a^2+b^2-a-b+1=0
2007-12-31 11:35:05
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answer #4
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answered by Anonymous
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To quote Stevie Wonder,"nothin' from nothin' leaves nothin' "
2007-12-31 11:34:40
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answer #5
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answered by Anonymous
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ummm ...no sorry
2007-12-31 11:33:11
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answer #6
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answered by fairmaiden 2
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