Write a program named print$\_$math.py to produce output for the following calculations:

A$)$ Calculate the force in Newtons applied to an object with mass $27$ kg and acceleration $1\mathrm{.}5$ m$/$s$^2.$

According to Newton$$s Second Law the net force applied to an object produces a proportional

acceleration.

Calculate the wavelength of x$-$rays scattering from a crystal lattice with a distance between crystal layers

of $0\mathrm{.}025$ nm$,$ scattering angle of $35$ degrees, and first order diffraction. Bragg$$s Law describes the

scattering of waves from a crystal using the equation

$=2\backslash$theta

B$)$ The standard unit of wavelength in the SI system is nanometers $($nm$).$

Calculate how much Radon$-222$ is left after $5$ days of radioactive decay given an initial amount of $27$ g

and a half$-$life of $3\mathrm{.}8$ days. The equation for radioactive decay is

$()=02/1/2$

C$)$ where $0$ is the intial amount $($units of grams$),$ is the time $($units of days$),$ and $1/2$ is the half$-$

life $($units of days$).$

D$)$ Calculate the pressure of $5$ moles of an ideal gas with a volume of $0\mathrm{.}27$ m$^3,$ and temperature of

$415$ K$.$ The Ideal Gas Law is the equation of state of a hypothetical ideal gas and is a good

approximation of the behavior of gasses under many conditions. Use a value of $8\mathrm{.}314$

m$^3$Pa$/$K$$mol for the gas constant. The standard unit of pressure in the SI system is kilopascals

$($kPa$).$