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\[{x^2 \over a^2}+{y^2 \over b^2}=1\] ^^^ that's the equation of an ellipse ... with a and b being either the semi-minor axis or semi major axis .... correct?
yeh
@PaxPolaris
so their product is 12 \[a \times b=12 \\ \implies a= \frac {12}b\]
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hm
their sum is equal to their product minus five: \[a+b=12-5\\ \implies a+b=7\\ \implies \color{green}{ {12 \over b}+b=7}\]
multiply everything by b..... and solve the quadratic equation you get
why 12/b +b?
i didnt get it yet
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from before \(a= 12/b\) ... so i replaced a with 12/b
ok then?
b=4 b=3
right
so how to put in ellipse eq?
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