Question 321012
Could you please re-write your fraction?
Don't try to make it visually appealing.
Use parentheses to remove any doubts.
Example,
w/(5+w)={{{w/(5+w)}}}
(1+4/(w+1))={{{1+4/(w+1))}}}
Did you mean like this?
(w/(5+w))/(1+4/(w+1))= {{{(w/(5+5w))/(1+4/(w+1))}}}
OK Here goes!
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{{{(w/(5+5w))/(1+4/(w+1))=(w/(5+5w))/((w+1)/(w+1)+4/(w+1))}}}
{{{(w/(5+5w))/(1+4/(w+1))=(w/(5+5w))/((w+1+4)/(w+1))}}}
{{{(w/(5+5w))/(1+4/(w+1))=(w/(5+5w))/((w+5)/(w+1))}}}
Dividing by a fraction is the same as multiplying by it's reciprocal.
{{{(w/(5+5w))/(1+4/(w+1))=(w/(5+5w))*((w+1)/(w+5))}}}
{{{(w/(5+5w))/(1+4/(w+1))=(w/(5(w+1)))*((w+1)/(w+5))}}}
{{{(w/(5+5w))/(1+4/(w+1))=(w/(5*cross((w+1))))*(cross((w+1))/(w+5))}}}
{{{(w/(5+5w))/(1+4/(w+1))=(w/5)*(1/(w+5))}}}
{{{(w/(5+5w))/(1+4/(w+1))=w/(5(w+5))}}}