{l}{a^2+b^2=9}{16/a^2-15/b^2=1} хәл итегез

$$\left\{ \begin{array} { l } { a ^ { 2 } + b ^ { 2 } = 9 } \\ { \frac { 16 } { a ^ { 2 } } - \frac { 15 } { b ^ { 2 } } = 1 } \end{array} \right.$$

a, b өчен чишелеш (complex solution)

$$a=-2\text{, }b=\sqrt{5}\approx 2.236067977$$

$$a=-2\text{, }b=-\sqrt{5}\approx -2.236067977$$

$$a=2\text{, }b=\sqrt{5}\approx 2.236067977$$

$$a=2\text{, }b=-\sqrt{5}\approx -2.236067977$$

$$a=-6\text{, }b=3\sqrt{3}i\approx 5.196152423i$$

$$a=-6\text{, }b=-3\sqrt{3}i\approx -0-5.196152423i$$

$$a=6\text{, }b=3\sqrt{3}i\approx 5.196152423i$$

$$a=6\text{, }b=-3\sqrt{3}i\approx -0-5.196152423i$$

a, b өчен чишелеш

$$a=-2\text{, }b=-\sqrt{5}\approx -2.236067977$$

$$a=-2\text{, }b=\sqrt{5}\approx 2.236067977$$

$$a=2\text{, }b=-\sqrt{5}\approx -2.236067977$$

$$a=2\text{, }b=\sqrt{5}\approx 2.236067977$$