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2m2+3m−9=02m^2+3m-9=02m2+3m−9=0
{1,−4}\left\{1,-4\right\}{1,−4}
{2,−5}\left\{2,-5\right\}{2,−5}
{32,−3}\left\{\frac{3}{2},-3\right\}{23,−3}
{0.679,−3.679}\left\{0.679,-3.679\right\}{0.679,−3.679}
2x2+3x−20=02x^2+3x-20=02x2+3x−20=0
{−1,−2}\left\{-1,-2\right\}{−1,−2}
{2,1}\left\{2,1\right\}{2,1}
{52,−4}\left\{\frac{5}{2},-4\right\}{25,−4}
{2.823, 0.177}\left\{2.823,\ 0.177\right\}{2.823, 0.177}
5n2=30+5n5n^2=30+5n5n2=30+5n
{3+13910,3−13910}\left\{\frac{3+\sqrt{139}}{10},\frac{3-\sqrt{139}}{10}\right\}{103+139,103−139}
{3,−2}\left\{3,-2\right\}{3,−2}
{3+11i10,3−11i10}\left\{\frac{3+11i}{10},\frac{3-11i}{10}\right\}{103+11i,103−11i}
{32,−12}\left\{\frac{3}{2},-\frac{1}{2}\right\}{23,−21}
m2=−10m+15m^2=-10m+15m2=−10m+15
{−5+10,−5−10}\left\{-5+\sqrt{10},-5-\sqrt{10}\right\}{−5+10,−5−10}
{5+210, 5−210}\left\{5+2\sqrt{10},\ 5-2\sqrt{10}\right\}{5+210, 5−210}
{−5+210,−5−210}\left\{-5+2\sqrt{10},-5-2\sqrt{10}\right\}{−5+210,−5−210}
{−10+1152,−10−1152}\left\{\frac{-10+\sqrt{115}}{2},\frac{-10-\sqrt{115}}{2}\right\}{2−10+115,2−10−115}
4b2=44b^2=44b2=4
{i, −i}\left\{i,\ -i\right\}{i, −i}
{4+26, 4−26}\left\{4+2\sqrt{6},\ 4-2\sqrt{6}\right\}{4+26, 4−26}
{1, −1}\left\{1,\ -1\right\}{1, −1}
{4+2229,4−2229}\left\{\frac{4+2\sqrt{22}}{9},\frac{4-2\sqrt{22}}{9}\right\}{94+222,94−222}
7k2−k=117k^2-k=117k2−k=11
{1+7814,1−7814}\left\{\frac{1+\sqrt{78}}{14},\frac{1-\sqrt{78}}{14}\right\}{141+78,141−78}
{1+30914,1−30914}\left\{\frac{1+\sqrt{309}}{14},\frac{1-\sqrt{309}}{14}\right\}{141+309,141−309}
{−1+352,−1−352}\left\{\frac{-1+3\sqrt{5}}{2},\frac{-1-3\sqrt{5}}{2}\right\}{2−1+35,2−1−35}
{−1+i30714,−1−i30714}\left\{\frac{-1+i\sqrt{307}}{14},\frac{-1-i\sqrt{307}}{14}\right\}{14−1+i307,14−1−i307}
2v2=84−2v2v^2=84-2v2v2=84−2v
{6,−7}\left\{6,-7\right\}{6,−7}
{3+i314,3−i314}\left\{\frac{3+i\sqrt{31}}{4},\frac{3-i\sqrt{31}}{4}\right\}{43+i31,43−i31}
{−3+i112,−3−i112}\left\{\frac{-3+i\sqrt{11}}{2},\frac{-3-i\sqrt{11}}{2}\right\}{2−3+i11,2−3−i11}
{1,−52}\left\{1,-\frac{5}{2}\right\}{1,−25}
−8a2−6a−4=1-8a^2-6a-4=1−8a2−6a−4=1
{3−i318,3+i318}\left\{\frac{3-i\sqrt{31}}{8},\frac{3+i\sqrt{31}}{8}\right\}{83−i31,83+i31}
{−1+63,−1−63}\left\{\frac{-1+\sqrt{6}}{3},\frac{-1-\sqrt{6}}{3}\right\}{3−1+6,3−1−6}
{−3+14,−3−14}\left\{-3+\sqrt{14},-3-\sqrt{14}\right\}{−3+14,−3−14}
{−3−i318,−3+i318}\left\{\frac{-3-i\sqrt{31}}{8},\frac{-3+i\sqrt{31}}{8}\right\}{8−3−i31,8−3+i31}
14n2−15=5n2+214n^2-15=5n^2+214n2−15=5n2+2
{173,−173}\left\{\frac{\sqrt{17}}{3},\frac{-\sqrt{17}}{3}\right\}{317,3−17}
{176,−176}\left\{\frac{\sqrt{17}}{6},\frac{-\sqrt{17}}{6}\right\}{617,6−17}
{5+i72,5−i72}\left\{\frac{5+i\sqrt{7}}{2},\frac{5-i\sqrt{7}}{2}\right\}{25+i7,25−i7}
{−5+i19914,−5−i19914}\left\{\frac{-5+i\sqrt{199}}{14},\frac{-5-i\sqrt{199}}{14}\right\}{14−5+i199,14−5−i199}
−4k2−10= −5-4k^2-10=\ -5−4k2−10= −5
{−i52,i52}\left\{-\frac{i\sqrt{5}}{2},\frac{i\sqrt{5}}{2}\right\}{−2i5,2i5}
{5,−5}\left\{\sqrt{5},-\sqrt{5}\right\}{5,−5}
{−i54,i54}\left\{-\frac{i\sqrt{5}}{4},\frac{i\sqrt{5}}{4}\right\}{−4i5,4i5}
{5−i1520,5+i1520}\left\{\frac{5-i\sqrt{15}}{20},\frac{5+i\sqrt{15}}{20}\right\}{205−i15,205+i15}
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