from IPython.display import display, Math

display(Math('\\frac{4}{5} = 8'))

$\displaystyle \frac{4}{5} = 8$

x = 3.4
y = 17

display(Math('%g \\times %g = %g' %(x, y, x*y)))

$\displaystyle 3.4 \times 17 = 57.8$

x = 7
y = -2
z = 5

ans = 3*x*(4+y)
display(Math('3x(4 + y) = %g' %ans))
display(Math('3\\times%g(4 %g) = %g' %(x, y, 3*x*(4+y))))

$\displaystyle 3x(4 + y) = 42$

$\displaystyle 3\times7(4 -2) = 42$

ans = -y-(x+3)/z
display(Math('-y-\\frac{x + 3}{z} = %g' %ans))
display(Math('%g-\\frac{%g + 3}{%g} = %g' %(y, x, z, ans)))

$\displaystyle -y-\frac{x + 3}{z} = 0$

$\displaystyle -2-\frac{7 + 3}{5} = 0$

display(Math('3^2\\times3^4 = 3^{2+4}'))

$\displaystyle 3^2\times3^4 = 3^{2+4}$

display(Math('9^\\frac{1}{2} = %g' %9**(1/2)))

$\displaystyle 9^\frac{1}{2} = 3$

x = 5
y = 5.1

display(Math('x^\\frac{3}{4}\\times4^y = %g' %(x**(3/4)*4**y)))

$\displaystyle x^\frac{3}{4}\times4^y = 3933.09$

display(Math('\\frac{3^3}{x^y} = %g' %((3**3)/(x**y))))

$\displaystyle \frac{3^3}{x^y} = 0.00735558$

display(Math('10^{x-4} = %g' %10**(x-4)))

$\displaystyle 10^{x-4} = 10$