How do you solve #13\frac{1}{4}x=2\frac{1}{2}#?

1 Answer
Oct 22, 2016

#x = 10/53#

Explanation:

I would think that the fractions are intended as mixed numbers, although they are not generally used in Algebra

#(53x)/4 = 5/2#

As there is one fraction on each side of the equal sign, you can cross multiply

#x = (4xx5)/(53xx2)#

#x = (cancel4^2xx5)/(53xxcancel2)#

#x = 10/53#