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How to use it?
- X+84248=105000; 1-y^2=2+x
- (nx+2x)*22.4=3.136; nx*44+2x*36.5=5.86
- 3х+y=7; -5x+2y=3
- 2x+3y=-2; 2x+5y=2
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Identical expressions
- X+ eighty-four thousand, two hundred and forty-eight = one hundred and five thousand ; one -y^ two = two +x
- X plus 84248 equally 105000; 1 minus y squared equally 2 plus x
- X plus eighty minus four thousand, two hundred and forty minus eight equally one hundred and five thousand ; one minus y to the power of two equally two plus x
- X+84248=105000; 1-y2=2+x
- X+84248=105000; 1-y²=2+x
- X+84248=105000; 1-y to the power of 2=2+x
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Similar expressions
- X-84248=105000; 1-y^2=2+x
- X+84248=105000; 1+y^2=2+x
- X+84248=105000; 1-y^2=2-x
X+84248=105000; 1-y^2=2+x
The solution
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x + 84248 = 105000
$$x + 84248 = 105000$$
2 1 - y = 2 + x
$$1 - y^{2} = x + 2$$
1 - y^2 = x + 2
Rapid solution
$$x_{1} = 20752$$
=
$$20752$$
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$$y_{1} = - \sqrt{20753} i$$
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$$- \sqrt{20753} i$$
=
=
$$20752$$
=
20752
$$y_{1} = - \sqrt{20753} i$$
=
$$- \sqrt{20753} i$$
=
-144.059015684545*i
$$x_{2} = 20752$$
=
$$20752$$
=
$$y_{2} = \sqrt{20753} i$$
=
$$\sqrt{20753} i$$
=
=
$$20752$$
=
20752
$$y_{2} = \sqrt{20753} i$$
=
$$\sqrt{20753} i$$
=
144.059015684545*i