Question 108380
{{{(4-7i)/3i=4/(3i)-7cross(i)/3cross(i)}}}Distributive property.
{{{(4-7i)/3i=4/(3i)-7/3}}}Simplify.
Looking at i,
i*i=-1
i=-1/i
1/i=-i
Substituting that value,
{{{(4-7i)/3i=4/(3i)-7/3}}}
{{{(4-7i)/3i=(4/3)*(1/i)-7/3}}}
{{{(4-7i)/3i=4/3*(-i)-7/3}}}Substitute.
{{{(4-7i)/3i=-((7+4i))/3}}}Simplify.