Asked by layth
x.y=30 and x+y=10.3, I end up with
x=(21.83+60.66i)/(-5.15-5.89i).
i is the square root of (-1).
could you please show me how this equation will = 10.3
I am having problem to figure it out.
thank you.
x=(21.83+60.66i)/(-5.15-5.89i).
i is the square root of (-1).
could you please show me how this equation will = 10.3
I am having problem to figure it out.
thank you.
Answers
Answered by
MathMate
It is a similar problem of having a rectangle of area 30 units and the semi-perimeter is 10.3.
Using calculus, we find that the minimum real semi-perimeter is 2√30=10.95.
Unless you are working with complex numbers, there is a good chance that there is erroneous data in the question. Did you derive the data (like 10.3) from an experiment, or was it calculated from some other sources?
Using calculus, we find that the minimum real semi-perimeter is 2√30=10.95.
Unless you are working with complex numbers, there is a good chance that there is erroneous data in the question. Did you derive the data (like 10.3) from an experiment, or was it calculated from some other sources?
Answered by
layth
my Teacher gave this problem
Answered by
MathMate
Ask the teacher if he/she expects complex roots, which are approx. 5.15±1.86i.
Answered by
layth
if my teacher expects complex roots, what will be the final answer if i add x+y = 10.3 = ??
thank you
thank you
Answered by
MathMate
If
x=5.15+1.86i
y=5.15-1.86i
xy=29.98
x+y=10.3
Note that numerical values are rounded (except 5.15).
Do the multiplication as an exercise.
x=5.15+1.86i
y=5.15-1.86i
xy=29.98
x+y=10.3
Note that numerical values are rounded (except 5.15).
Do the multiplication as an exercise.
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