x2−225=0x^2-225=0x2−225=0
17c+6c17c+6c17c+6c
x2+4x+7=0x^2+4x+7=0x2+4x+7=0
x2+0.0625+4x4x^2+0.0625+4x^4x2+0.0625+4x4
2m3−6m−6m2n\frac{2m^3-6m-6m^2}{n}n2m3−6m−6m2
(z4−3z3+2z2−4z+4)(z−1)−1\frac{\left(z^4-3z^3+2z^2-4z+4\right)}{\left(z-1\right)^{-1}}(z−1)−1(z4−3z3+2z2−4z+4)
xdydx=x+y+2;y(1)=10x\frac{dy}{dx}=x+y+2;y\left(1\right)=10xdxdy=x+y+2;y(1)=10
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