Difference between revisions of "Mathematical formula"

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[[category: #R×(R+N)]]
 
[[category: #R×(R+N)]]
 
[[comment: √5×(√7+4)]]
 
[[comment: √5×(√7+4)]]
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<div class="mw-collapsible mw-collapsed"><math>\scriptstyle\sqrt{3}\times\left(6-\sqrt{8}\right)</math><div class="mw-collapsible-content">
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[[category: #R×(N-R)]]
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[[comment: √3×(6-√8)]]
 
}}</div></div>
 
}}</div></div>
 
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Revision as of 07:58, 16 April 2019


\scriptstyle\left(3n+1\right)^2=\left[\left[10\sdot\left[\frac{1}{3}\sdot\left(3n\right)\right]^2\right]-\left[\frac{1}{3}\sdot\left(3n\right)\right]^2\right]+3n+\left(3n+1\right)

[Expand]\scriptstyle\sqrt{4}\times\sqrt{9}


[Expand]\scriptstyle\sqrt{6}\times3


[Expand]\scriptstyle\sqrt{5}\times\left(\sqrt{7}+4\right)


[Expand]\scriptstyle\sqrt{3}\times\left(6-\sqrt{8}\right)


Linear Equation

[Expand]\scriptstyle bx=\sqrt[3]{c}


[Expand]\scriptstyle c=\sqrt[3]{bx}



Quadratic Equation

[Expand]\scriptstyle ax^2=\sqrt[3]{c}


[Expand]\scriptstyle c=\sqrt[3]{ax^2}



Cubic Equation

[Expand]\scriptstyle ax^3=\sqrt[3]{c}


Biquadratic Equation

[Expand]\scriptstyle4\sdot\left(x^2+8\right)=x^4


[Expand]\scriptstyle c=ax^4+\sqrt{bx^4}


[Expand]\scriptstyle ax^4+bx^2=c


[Expand]\scriptstyle bx^2=ax^4+c


[Expand]\scriptstyle ax^4=bx^2+c
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