$0.625+0.25-0.375+0.75+1.5$
$\int_a^{\infty}\left(e^{-nx}\right)dx$
$\frac{\left(6x^3-17x^2+15x-8\right)}{\left(3x-4\right)}\:$
$\int_0^{3-3x-y}dz$
$67\:+\:-556$
$\frac{13a}{15}-\frac{4a}{3}+\frac{7a}{6}$
$1e+5e-5e=19$
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