Question 899869
Dividing by a fraction is equivalent to multiplying by its reciprocal,
{{{((15a^2c)/(36bc^2 ))/((14ab)/(35c^3))=((15a^2c)/(36bc^2 ))*((35c^3)/(14ab))}}}
{{{((15a^2c)/(36bc^2 ))/((14ab)/(35c^3))=(15*35)/(36*14)a^(2-1)b^(-1-1)c^(1-2+3)}}}
{{{((15a^2c)/(36bc^2 ))/((14ab)/(35c^3))=(25/24)ab^(-2)c^(2)}}}
{{{((15a^2c)/(36bc^2 ))/((14ab)/(35c^3))=(25/24)(ac^(2))/b^2)}}}
{{{((15a^2c)/(36bc^2 ))/((14ab)/(35c^3))=(25ac^(2))/(24b^2))}}}